Calculus Help
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Calculus Help: Find the limits - lim (x→1)⁡ (x^2-1)/(√x-1 ) - Techniques
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Calculus Help: Find the limits - lim (x→1)⁡ (x^2-1)/(√x-1 ) - Techniques

Calculus Help: Find the limits - lim (x→1)⁡ (x^2-1)/(√x-1 ) - Techniques #Limits #Calculus #Techniques
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Calculus Help: Separable Differential equations - y=2xy'-2y'+1 - Techniques
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Calculus Help: Separable Differential equations - y=2xy'-2y'+1 - Techniques

Separable Differential equations - y=2xy'-2y'+1 - Techniques #separabledifferentialequations #differentialequation
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Calculus Help: Bernoulli's Equations - dy/dx-4y=2xy^2 ,y(0)=-4
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Calculus Help: Bernoulli's Equations - dy/dx-4y=2xy^2 ,y(0)=-4

Calculus Help: Bernoulli's Equations - dy/dx-4y=2xy^2 ,y(0)=-4 #BernoulliEquations #Equations #CalculusHelp
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Calculus Help: Separable Differential Equations: (e^t y+t e^t y) dt+(t e^t+2)dy=0 ,y(0)=-1
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Calculus Help: Separable Differential Equations: (e^t y+t e^t y) dt+(t e^t+2)dy=0 ,y(0)=-1

(e^t y+t e^t y) dt+(t e^t+2)dy=0 ,y(0)=-1 #SeparableDifferentialEquations #DifferentialEquations #CalculusHelp #Techniques
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Calculus Help: How to compute double summation ∑∑ (i - j) - Basic - Step-by-step
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Calculus Help: How to compute double summation ∑∑ (i - j) - Basic - Step-by-step

Calculus Help: How to compute double summation ∑∑ (i - j) - Basic - Step-by-step #DoubleSummation #Summation #Calculus
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The graph above shows the base of an object. Compute the exact value of the
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The graph above shows the base of an object. Compute the exact value of the

The graph above shows the base of an object. Compute the exact value of the volume of the object, given that cross sections (perpendicular to the base) are squares. #CrossSection #Area #Volume #Integrals
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Calculus Help: A ball of radius 13 has a round hole of radius 9 drilled through its center.
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Calculus Help: A ball of radius 13 has a round hole of radius 9 drilled through its center.

A ball of radius 13 has a round hole of radius 9 drilled through its center. #Radius #Calculus #Integral #Volume #Integrations
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Calculus Help: Find 4∑ (5i)i=1 First write out the summation: Find the answer
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Calculus Help: Find 4∑ (5i)i=1 First write out the summation: Find the answer

Calculus Help: Find 4∑ (5i)i=1 First write out the summation: Find the answer #Summation #Calculus
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Calculus Help: Calculus Help: If I_n=∫ x^n e^x dx ,n∈NProve that I_n=x^n e^x-nI_(n-1) #Parts
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Calculus Help: Calculus Help: If I_n=∫ x^n e^x dx ,n∈NProve that I_n=x^n e^x-nI_(n-1) #Parts

Calculus Help: If I_n=∫ x^n e^x dx ,n∈NProve that I_n=x^n e^x-nI_(n-1) #Parts #Integrals #Techniques
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Calculus Help: Reverse the order with the order of integration and evaluate ∫ ∫ cos(32π x^6) dx dy
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Calculus Help: Reverse the order with the order of integration and evaluate ∫ ∫ cos(32π x^6) dx dy

#DoubleIntegrals #Integrations #Reversed #Calculus
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Calculus Help: Find the limit: lim (x→0)⁡ sin^2⁡ (3x) /(1-cos2x) - Techniques
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Calculus Help: Find the limit: lim (x→0)⁡ sin^2⁡ (3x) /(1-cos2x) - Techniques

Calculus Help: Find the limit: lim (x→0)⁡ sin^2⁡ (3x) /(1-cos2x) - Techniques #Calculus #Limit #Functions
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Calculus Help: Separable Differential Equations: √(4+x^2 ) y^'-xy^2=0 ,y(0)=-1/4
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Calculus Help: Separable Differential Equations: √(4+x^2 ) y^'-xy^2=0 ,y(0)=-1/4

Calculus Help: Separable Differential Equations: √(4+x^2 ) y^'-xy^2=0 ,y(0)=-1/4 #SeparableDifferentialEquations #DifferentialEquations
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Calculus Help: An object of mass m is dropped into the sea at the surface. It is subject to a
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Calculus Help: An object of mass m is dropped into the sea at the surface. It is subject to a

An object of mass m is dropped into the sea at the surface. It is subject to a constant gravitational acceleration g and water resistance. (a) (4 points) If the water resistance is proportional to the object's velocity v(t) with coefficient b ≫ 0, so that Newton's second law gives b dv/dt =g- b/m v show that the object's velocity as a function of time t is given by v(t) = mg/b (1-e^(-bt/m)). We take downward to be the positive direction and the object is at rest when it is dropped at t=0. (b) (4 points) If instead the water resistance is quadratic in the velocity, so that Newton's second law gives dv/dt =g- b/m v^2 dt m dv dt find the object's velocity as a function of time t, again assuming that the object is dropped from rest. [Hint: Write Newtons' law as = g(1 − k^2v^2) where k = √b/mg. Then the algebra is a little less messy. After obtaining the final answer in terms of k, remember to replace k by √b/mg.] (c) (2 points) If the object could fall forever under these conditions without hitting the bottom, show that as t→ ∞ the velocity in part (a) approaches terminal velocity v → mg/b. What terminal velocity does the velocity in part (b) approach? #CalculusHelp #Integrals #differentialequations #PartialFractions
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Calculus : Multivariable Limit - lim((x,y)→(0,0))⁡ (x^4+y^4)/(x^3-y^3 ) - Techniques
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Calculus : Multivariable Limit - lim((x,y)→(0,0))⁡ (x^4+y^4)/(x^3-y^3 ) - Techniques

Calculus Help: Multivariable Limit - lim((x,y)→(0,0))⁡ (x^4+y^4)/(x^3-y^3 ) - Techniques #MultivariableLimit #Limits #Calculus
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Calculus Inverse Laplace Transformation L^(-1) {1/(1+s^2 )^2 } - Techniques
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Calculus Inverse Laplace Transformation L^(-1) {1/(1+s^2 )^2 } - Techniques

Inverse Laplace Transformation L^(-1) {1/(1+s^2 )^2 } #InverseLaplaceTransformation #LaplaceTransformation #Calculus
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Integral: ∫ cosx cos^2⁡ (sinx)dx ∫ sinx cos^2⁡ (cosx) dx ∫ cosx sin^2⁡ (sinx)dx ∫sinx sin^2⁡(cosx)dx
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Integral: ∫ cosx cos^2⁡ (sinx)dx ∫ sinx cos^2⁡ (cosx) dx ∫ cosx sin^2⁡ (sinx)dx ∫sinx sin^2⁡(cosx)dx

Here is the technique to solve these 4 integrals by integration by substitution ∫ cosx cos^2⁡ (sinx) dx ∫ sinx cos^2⁡ (cosx) dx ∫ cosx sin^2⁡ (sinx) dx ∫ sinx sin^2⁡ (cosx) dx #CalculusHelp #Integral #Integrations #IntegrationbySubstitution #Substitution
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Calculus Help: Integral ∫ sin2x/e^x dx - Integration by parts - Techniques
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Calculus Help: Integral ∫ sin2x/e^x dx - Integration by parts - Techniques

Calculus Help: Integral ∫ sin2x/e^x dx - Integration by parts - Techniques #Integral #Integrations #Calculus #Formula #Parts
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Calculus Help: Euler's Method Approximation: Given initial value: x=0.1,0.2,0.3 dy/dx=y(6-y), y(0)=4
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Calculus Help: Euler's Method Approximation: Given initial value: x=0.1,0.2,0.3 dy/dx=y(6-y), y(0)=4

Calculus Help: Euler's Method Approximation: Given initial value: x=0.1,0.2,0.3 dy/dx=y(6-y), y(0)=4 #Euler #Approximation #Calculus
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Calculus Help: Integral ∫ 1/(3+2tanx) dx - Find the coefficient - Integration by substitution
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Calculus Help: Integral ∫ 1/(3+2tanx) dx - Find the coefficient - Integration by substitution

Calculus Help: Integral ∫ 1/(3+2tanx) dx - Find the coefficient - Integration by substitution #Integral #Integrations #Calculus #Antiderivative
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Second-order homogeneous linear difference equation with constant coefficients - Recurrence relation
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Second-order homogeneous linear difference equation with constant coefficients - Recurrence relation

Second-order homogeneous linear difference equation with constant coefficients - Recurrence relation #Calculus #Techniques
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Calculus: First-order Linear Difference Equations with Constant Coefficient - recurrence relations
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Calculus: First-order Linear Difference Equations with Constant Coefficient - recurrence relations

Calculus: First-order Linear Difference Equations with Constant Coefficient - recurrence relations #Calculus #Techniques
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Calculus Help: Integral ∫ (x+1) e^2x e^(x^2 ) dx - Integration by substitution
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Calculus Help: Integral ∫ (x+1) e^2x e^(x^2 ) dx - Integration by substitution

Calculus Help: Integral ∫ (x+1) e^2x e^(x^2 ) dx - Integration by substitution #Calculus #Integral #Integrations #Substitution
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Calculus Help: Integral ∫ ∛(e^arccot⁡(4x) )/(16x^2+1) dx - Integration by substitution
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Calculus Help: Integral ∫ ∛(e^arccot⁡(4x) )/(16x^2+1) dx - Integration by substitution

∫▒〖∛(e^arccot⁡(4x) )/(16x^2+1) dx〗 Integration by substitution #Integration #Calculus #Substitution #Techniques
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Calculus Help: ∫ (2+(lnx)^2)/(x(2-lnx)) dx - Integration by substitution
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Calculus Help: ∫ (2+(lnx)^2)/(x(2-lnx)) dx - Integration by substitution

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integrations #Calculus #Substitution
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Calculus Help: Integral of ∫ arctanx / x^2 dx - Integration by parts and division
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Calculus Help: Integral of ∫ arctanx / x^2 dx - Integration by parts and division

Calculus Help: Integral of ∫ arctanx / x^2 dx - Integration by parts and division #Integral #Calculus #Parts
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Calculus Help: Integral ∫ 1/(x^3+x) dx - Integration by trigonometric substitution
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Calculus Help: Integral ∫ 1/(x^3+x) dx - Integration by trigonometric substitution

Calculus Help: Integral ∫ 1/(x^3+x) dx - Integration by trigonometric substitution #Integral #Integrations #Calculus #Techniques #TrigonometricSubstitution
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Calculus Help: Integral ∫ dx/(x^2 √(x^2-1)) - Integration by trigonometric substitution
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Calculus Help: Integral ∫ dx/(x^2 √(x^2-1)) - Integration by trigonometric substitution

Calculus Help: Integral ∫ dx/(x^2 √(x^2-1)) - Integration by trigonometric substitution #Integral #Integrations #Trigonometric #Techniques
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Calculus Help: Integral of dx/(x^3 √(x^2-1)) - Integration of trigonometric substitution
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Calculus Help: Integral of dx/(x^3 √(x^2-1)) - Integration of trigonometric substitution

Calculus Help: Integral of dx/(x^3 √(x^2-1)) - Integration of trigonometric substitution #Integral #Substitution #Trigonometric
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Calculus Help: Integral ∫ x^3/√(x^2+100) dx - Integration by trigonometric substitution
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Calculus Help: Integral ∫ x^3/√(x^2+100) dx - Integration by trigonometric substitution

Calculus Help: Integral ∫ x^3/√(x^2+100) dx - Integration by trigonometric substitution #Integral #Trigonometric #Substitution #Calculus
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Calculus Help: Integral ∫ dx/(x^2 √(x^2-9)) - Integration by trigonometric substitution
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Calculus Help: Integral ∫ dx/(x^2 √(x^2-9)) - Integration by trigonometric substitution

Calculus Help: Integral ∫ dx/(x^2 √(x^2-9)) - Integration by trigonometric substitution #Trigonometric #Substitution #Integrals #Calculus
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Calculus Help: Integral from 0 to 1 x^x dx - Gamma Function - Taylor Series - Substitution
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Calculus Help: Integral from 0 to 1 x^x dx - Gamma Function - Taylor Series - Substitution

Calculus Help: Integral from 0 to 1 x^x dx - Gamma Function - Taylor Series - Substitution Here is the technique to solve this question and how to find them in step-by-step #Techniques #Solutions #Answers #Formula #GammaFunctions #Substitution
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Calculus Help: ∫ √(1+x^2 )/x dx - Integration by trigonometric substitution - Techniques - SOLVED!
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Calculus Help: ∫ √(1+x^2 )/x dx - Integration by trigonometric substitution - Techniques - SOLVED!

Calculus Help: ∫ √(1+x^2 )/x dx - Integration by trigonometric substitution - Techniques - SOLVED! #TrigonometricSubstitution #Substitution #Calculus
In 2004, an art collector paid $72719000 for a particular painting. The same painting sold for
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In 2004, an art collector paid $72719000 for a particular painting. The same painting sold for

In 2004, an art collector paid $72719000 for a particular painting. The same painting sold for $34000 in 1950. a) Find the exponential growth rate k, three decimal places, and determine the exponential growth function V, for which V(t) is the painting's value, in dollars, t years after 1950 b) Predict the value of the painting in 2026 c) Estimate the rate of change of the painting's value in 2026 d) How long after 1950 will the value of the painting be $4 billion #ExponentialFunction #Exponential #Calculus
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Calculus Help: Separable Differential Equations - (1+y^2 )dx+(1+x^2 )dy=0
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Calculus Help: Separable Differential Equations - (1+y^2 )dx+(1+x^2 )dy=0

Calculus Help: Separable Differential Equations - (1+y^2 )dx+(1+x^2 )dy=0 #DifferentialEquations #Calculus #Separable #Techniques #CalculusHelp
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Calculus Help: Integral ∫ x sin⁡(x/a)dx - Integration by parts - Techniques
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Calculus Help: Integral ∫ x sin⁡(x/a)dx - Integration by parts - Techniques

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integrations #Parts #Calculus
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Calculus Help: Find the value of integral of x^2 lnx dx - Integration by parts
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Calculus Help: Find the value of integral of x^2 lnx dx - Integration by parts

Calculus Help: Find the value of integral of x^2 lnx dx - Integration by parts #Integral #Integration #Calculus #Parts
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Calculus Help: Improper Integrals - ∫ From 1 to ∞ 1/x^2 dx - Integration - Techniques
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Calculus Help: Improper Integrals - ∫ From 1 to ∞ 1/x^2 dx - Integration - Techniques

Calculus Help: Improper Integrals - ∫ From 1 to ∞ 1/x^2 dx - Integration - Techniques #ImproperIntegrals #Integrations #Calculus #Integral #Antiderivative
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Calculus Help: Integral ∫ (x^2-3x)/√(x+4) dx - Integration by substitution - Techniques
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Calculus Help: Integral ∫ (x^2-3x)/√(x+4) dx - Integration by substitution - Techniques

Calculus Help: Integral ∫ (x^2-3x)/√(x+4) dx - Integration by substitution - Techniques #Integrals #Integrations #Calculus #Antiderivative
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Calculus Help: How to determine One-to-one function by illustration
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Calculus Help: How to determine One-to-one function by illustration

Calculus Help: How to determine One-to-one function by illustration #OneToOne #Functions #Calculus #Algebra
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Calculus Help: Reverse the inverse function: f^(-1) (x) = 2x^3 + 3, write the original function f(x)
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Calculus Help: Reverse the inverse function: f^(-1) (x) = 2x^3 + 3, write the original function f(x)

Calculus Help: Reverse the inverse function: f^(-1) (x) = 2x^3 + 3, write the original function f(x) #InverseFunctions #Functions #Calculus
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Calculus Help: Find the inverse functions - y=2x/(x-3) - Techniques
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Calculus Help: Find the inverse functions - y=2x/(x-3) - Techniques

Calculus Help: Find the inverse functions - y=2x/(x-3) - Techniques #Techniques #Calculus
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Find the domain of the function: √(x-1)/(x-5) ,3x/√(x+4) ,x/(x^2-9)
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Find the domain of the function: √(x-1)/(x-5) ,3x/√(x+4) ,x/(x^2-9)

Find the domain of the function: √(x-1)/(x-5) ,3x/√(x+4) ,x/(x^2-9) #Domain #Functions #Calculus #Formula
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Calculus Help: Find the domain of function y=x^2/(x-1) y= √(x^2-5x+6) - Techniques
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Calculus Help: Find the domain of function y=x^2/(x-1) y= √(x^2-5x+6) - Techniques

Calculus Help: Find the domain of function y=x^2/(x-1) y= √(x^2-5x+6) - Techniques #Domain #Calculus #Functions
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Calculus Help: How to find the domain and the range of inverse function by f(x) graph?
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Calculus Help: How to find the domain and the range of inverse function by f(x) graph?

Calculus Help: How to find the domain and the range of inverse function by f(x) graph? #Domain #Range #InverseFunctions #Calculus
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Calculus Help: Find domain: f(x)=(x-3)/(x^2-3x-4); g(x)=4-√(x+9), h(x)=√((x-6)/(x+1)) , f(u)=√(u+1)
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Calculus Help: Find domain: f(x)=(x-3)/(x^2-3x-4); g(x)=4-√(x+9), h(x)=√((x-6)/(x+1)) , f(u)=√(u+1)

Calculus Help: Find domain: f(x)=(x-3)/(x^2-3x-4); g(x)=4-√(x+9), h(x)=√((x-6)/(x+1)) , f(u)=√(u+1) #Domain #Calculus #Techniques
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Piecewise Function: How to graph the function step-by-step? (Basic)
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Piecewise Function: How to graph the function step-by-step? (Basic)

Piecewise function f(x): x+2 , x ≤ -1; x^2 , x > -1 f(x): x^2 , x ≥ 1 , √x , 0 ≤ x < 1 #StepbyStep #PiecewiseFunction #Calculus
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Calculus Help: Find the inverse function, range and domain :y=ln⁡((x-1)/(x+1))
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Calculus Help: Find the inverse function, range and domain :y=ln⁡((x-1)/(x+1))

Calculus Help: Find the inverse function, range and domain :y=ln⁡((x-1)/(x+1)) #InverseFunction #Domain #Range
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Evaluate ∭_E z dV where E lies above the paraboloid z=x^2+y^2 and below the plane z=2y
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Evaluate ∭_E z dV where E lies above the paraboloid z=x^2+y^2 and below the plane z=2y

Evaluate ∭_E z dV where E lies above the paraboloid z=x^2+y^2 and below the plane z=2y #PolarCoordinates #Techniuqes #Evaluate #TripleIntegrals
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Bernoulli Differential Equations: y'+xy=xy^2 , x^2 y'+2xy=y^4 , y'+y=y^4 , y'+1/x y=1/y - SOLVED!!!
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Bernoulli Differential Equations: y'+xy=xy^2 , x^2 y'+2xy=y^4 , y'+y=y^4 , y'+1/x y=1/y - SOLVED!!!

Bernoulli Differential Equations: y'+xy=xy^2 , x^2 y'+2xy=y^4 , y'+y=y^4 , y'+1/x y=1/y - SOLVED!!! #Bernoulli #BernoulliDifferentialEquations #DifferentialEquations #Calculus #Techniques
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Calculus Help: Bernoulli's Equations - x^3 y'+x^2 y=2y^(-4/3) - Techniques - SOLVED!!!
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Calculus Help: Bernoulli's Equations - x^3 y'+x^2 y=2y^(-4/3) - Techniques - SOLVED!!!

Calculus Help: Bernoulli's Equations - x^3 y'+x^2 y=2y^(-4/3) - Techniques - SOLVED!!! #Bernoulli #BernoulliEquation #DifferentialEquations
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Calculus Help: Bernoulli's Differential Equations - x^2 y'+2xy=5y^3 - Techniques
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Calculus Help: Bernoulli's Differential Equations - x^2 y'+2xy=5y^3 - Techniques

x^2 y'+2xy=5y^3 Bernoulli' s Equation #BernoulliEquation #Bernoulli #DifferentialEquations #LinearODE
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Laplace Transformation - System of Differential Equations: dx/dt+x-2y=0, dy/dt+x+4y=0, x(0)=1,y(0)=1
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Laplace Transformation - System of Differential Equations: dx/dt+x-2y=0, dy/dt+x+4y=0, x(0)=1,y(0)=1

Laplace Transformation - System of Differential Equations: dx/dt+x-2y=0, dy/dt+x+4y=0, x(0)=1,y(0)=1 #LaplaceTransformation #DifferentialEquations #Calculus #Techniques #ToanCaoCap #ToanGiaiTich
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Laplace Transformation-f(t)=3t^3-5t^2+6, f(t)=6e^5t-5t, f(t)=cos⁡(3t)+3e^2t, f(t)=3cos⁡(2t)-sin⁡(4t)
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Laplace Transformation-f(t)=3t^3-5t^2+6, f(t)=6e^5t-5t, f(t)=cos⁡(3t)+3e^2t, f(t)=3cos⁡(2t)-sin⁡(4t)

Laplace Transformation-f(t)=3t^3-5t^2+6, f(t)=6e^5t-5t, f(t)=cos⁡(3t)+3e^2t, f(t)=3cos⁡(2t)-sin⁡(4t) #LaplaceTransformation #ToanCaoCap #ToanGiaiTich
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Calculus Help: Integral of ∫ dx/√(25-x^2 ) - Integration by trigonometric substitution
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Calculus Help: Integral of ∫ dx/√(25-x^2 ) - Integration by trigonometric substitution

Calculus Help: Integral of ∫ dx/√(25-x^2 ) - Integration by trigonometric substitution #Integral #TrigonometricSubstitution #Calculus
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y''-4y^'+4y=7sinx-cosx - Complementary Solutions and Particular Solutions - Differential Equations
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y''-4y^'+4y=7sinx-cosx - Complementary Solutions and Particular Solutions - Differential Equations

y''-4y^'+4y=7sinx-cosx - Complementary Solutions and Particular Solutions - Differential Equations #DifferentialEquations #Calculus #Techniques #Solutions #ComplementarySolutions #ParticularSolutions
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Calculus Help: Differential Equations - Linear ODE - y'+x/(x^2+1) y=x - Step-by-step
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Calculus Help: Differential Equations - Linear ODE - y'+x/(x^2+1) y=x - Step-by-step

Here is the technique to solve this question and how to find them in step-by-step #Integral #DifferentialEquations #Calculus
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Calculus Help: Differential Equations - Homogeneous - y'=(y+2√xy)/x ,x>0,y(1)=1
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Calculus Help: Differential Equations - Homogeneous - y'=(y+2√xy)/x ,x>0,y(1)=1

Here is the technique to solve this differential equations and how to find them in step-by-step #DifferentialEquations #Calculus #Formula #Homogeneous
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Calculus Help: Find the limits - lim (x→3)⁡ (x^3-27)/(x-3) - Techniques - SOLVED!!!
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Calculus Help: Find the limits - lim (x→3)⁡ (x^3-27)/(x-3) - Techniques - SOLVED!!!

Calculus Help: Find the limits - lim (x→3)⁡ (x^3-27)/(x-3) - Techniques - SOLVED!!! #Limit #Functions #Calculus
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Calculus Help: Integral: x e^(x^2) dx - Integration by substitution - Techniques - Solutions
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Calculus Help: Integral: x e^(x^2) dx - Integration by substitution - Techniques - Solutions

Calculus Help: Integral: x e^(x^2) dx - Integration by substitution - Techniques - Solutions #Integration #Calculus #Substitution
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Calculus Help: Integral of e^(x^2) - Imaginary Error Function
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Calculus Help: Integral of e^(x^2) - Imaginary Error Function

Calculus Help: Integral of e^(x^2) - Imaginary Error Function #Integral #ImaginaryErrorFunction #Calculus
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Calculus Help: Determine the area under the curve y^2=4x and y-2x+4=0 - Application of Integration
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Calculus Help: Determine the area under the curve y^2=4x and y-2x+4=0 - Application of Integration

Here is the technique to solve this integration and how to find them in here #Integral #Integration #Calculus #Formula #Techniques #Answers
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Calculus Help: Integral ∫ From 0 to 1 sinx tanx dx - Basic Trigonometry
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Calculus Help: Integral ∫ From 0 to 1 sinx tanx dx - Basic Trigonometry

Here is the technique to solve this question and how to find them in step-by-step #Integral #Integrations #Calculus #Formula
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Calculus Help: Integral of 1/(x^2 √(9-x^2 )) dx - Integration by Trigonometric Substitution
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Calculus Help: Integral of 1/(x^2 √(9-x^2 )) dx - Integration by Trigonometric Substitution

Calculus Help: Integral of 1/(x^2 √(9-x^2 )) dx - Integration by Trigonometric Substitution #Integration #Integrals #Trigonometric #Substitution #Calculus
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Calculus Help: ∫_0^1 arcsinx dx Integration by parts and substitution
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Calculus Help: ∫_0^1 arcsinx dx Integration by parts and substitution

Here is the technique to solve this integration and how to find it ∫_0^1▒arcsinx dx Integration by parts #Integral #Integrations #Calculus #Substitution
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Calculus Help: Integral ∫ 0^2 x√(3x^2+5) dx - Integration by substitution
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Calculus Help: Integral ∫ 0^2 x√(3x^2+5) dx - Integration by substitution

Here is the technique to solve this question and how to find them in step-by-step #Calculus #Integral #Integrations
66
Calculus Help: Find the limits - lim(x→2)⁡ (4-2x)/(4-x^2 ) - Techniques - SOLVED!!
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Calculus Help: Find the limits - lim(x→2)⁡ (4-2x)/(4-x^2 ) - Techniques - SOLVED!!

Calculus Help: Find the limits - lim(x→2)⁡ (4-2x)/(4-x^2 ) - Techniques - SOLVED!! #Limits #CalculusHelp
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Complementary and Particular: y''-4y'+4y=2+8x-4x^2- Undetermined Coefficients -Differential Equation
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Complementary and Particular: y''-4y'+4y=2+8x-4x^2- Undetermined Coefficients -Differential Equation

Complementary and Particular: y''-4y'+4y=2+8x-4x^2- Undetermined Coefficients -Differential Equation #DifferentialEquations #ComplementarySolutions #UndeterminedCoefficients
68
Calculus: Complementary and Particular Solutions: y'' - y' - 2y = e^(3x) - Differential Equations
4:57

Calculus: Complementary and Particular Solutions: y'' - y' - 2y = e^(3x) - Differential Equations

Calculus: Complementary and Particular Solutions: y'' - y' - 2y = e^(3x) - Differential Equations #DifferentialEquations #ComplementaryAndParticularSolutions #UndeterminedCoefficients
69
Undetermined Coefficients: Differential Equations -y''+9y=2cos2x- Complementary/Particular Solutions
6:50

Undetermined Coefficients: Differential Equations -y''+9y=2cos2x- Complementary/Particular Solutions

Undetermined Coefficients: Differential Equations -y''+9y=2cos2x- Complementary/Particular Solutions #DifferentialEquations #UndeterminedCoefficients #CalculusHelp
70
Calculus Help: Find the arc length y=4/3 x^(3/2) on the interval [0,1]
2:27

Calculus Help: Find the arc length y=4/3 x^(3/2) on the interval [0,1]

Here is the technique to solve the question and find the arc length #ArcLength #Calculus #Formula
71
Calculus Help: Find the area between the curve y=x^2 and y=-x^2 + 18x
4:52

Calculus Help: Find the area between the curve y=x^2 and y=-x^2 + 18x

Calculus Help: Find the area between the curve y=x^2 and y=-x^2 + 18x #Calculus #Integral #Integrations #Area
72
Calculus Help: ∫ 1/√(1+9x^2 ) dx - Integration by trigonometric substitution - Step-by-step
2:26

Calculus Help: ∫ 1/√(1+9x^2 ) dx - Integration by trigonometric substitution - Step-by-step

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integration #Calculus #Formula
73
Calculus Help: Integral of x^2 sinx dx - Integration by parts by using the table
2:02

Calculus Help: Integral of x^2 sinx dx - Integration by parts by using the table

Calculus Help: Integral of x^2 sinx dx - Integration by parts by using the table #Integral #Integrations #Calculus #Parts #IntegrationByParts
74
Calculus Help: The cost function, in dollars, of a company that manufactures food
1:54

Calculus Help: The cost function, in dollars, of a company that manufactures food

The cost function, in dollars, of a company that manufactures food processors is given by C(x)=250+6/x+x^2/5 where x is the number of food processors manufactured a) Find the marginal cost function b) F'(11) #Derivative #Calculus #ApplicationOfDerivative
75
Calculus Help: Use cylindrical shells to find the volume of the solid generated when: y=x^2 1 to 6
4:09

Calculus Help: Use cylindrical shells to find the volume of the solid generated when: y=x^2 1 to 6

Calculus Help: Use cylindrical shells to find the volume of the solid generated when: y=x^2 1 to 6 #Integral #Integrations #Calculus #Techniques
76
Calculus Help: Find the limits - lim (x→0)⁡(1/tanx-1/sinx) - Techniques - SOLVED!!
2:24

Calculus Help: Find the limits - lim (x→0)⁡(1/tanx-1/sinx) - Techniques - SOLVED!!

Calculus Help: Find the limits - lim (x→0)⁡(1/tanx-1/sinx) - Techniques - SOLVED!! #Limits #Functions #Calculus #Techniques
77
Vietnam High School Math Grade 12: Elon Musk had developed the rockets that could allow to return
6:46

Vietnam High School Math Grade 12: Elon Musk had developed the rockets that could allow to return

Elon Musk had developed the rockets that could allow to return back the rocket launch station There are 2 scenarios below.Find the rate of change of the angle of audience . Let a is the rate of change (rad/km) after launching and b is the rate of change (rad/km) before going back the station Find a^2+b (Round the final result by one decimal place) #HighSchoolMath #Grade12 #ApplicationOfDerivative #Derivative
78
If the function f(x) has continuous derivative, 2f(x)+3f(1-x)=√(1-x^2 ) then ∫_0^1 f'(x) dx
2:18

If the function f(x) has continuous derivative, 2f(x)+3f(1-x)=√(1-x^2 ) then ∫_0^1 f'(x) dx

If the function f(x) has continuous derivative on [0;1] and satisfies the condition 2f(x)+3f(1-x)=√(1-x^2 ) then calculate ∫_0^1 f'(x) dx A.I=0 B.I=1 C.I=1/2 D.I=3/2 #CalculusHelp #Integral #Integrations #Solutions
79
Find the approximation of c such that ∫ from c to x f(t) dt = x^3 + 3x^2 + 2x - 3
3:02

Find the approximation of c such that ∫ from c to x f(t) dt = x^3 + 3x^2 + 2x - 3

#Integral #Integrations #Antiderivative
80
Calculus Help: ∫ dx/(x^2 √(a^2-x^2 )) - Integration by trigonometric substitution
3:03

Calculus Help: ∫ dx/(x^2 √(a^2-x^2 )) - Integration by trigonometric substitution

Calculus Help: ∫ dx/(x^2 √(a^2-x^2 )) - Integration by trigonometric substitution #CalculusHelp #Integrals #Integrations #TrigonometricSubstitution #Substitution
81
Calculus Help The upper right-hand corner of a piece of paper, 30 centimeters by 20 centimeters fold
7:13

Calculus Help The upper right-hand corner of a piece of paper, 30 centimeters by 20 centimeters fold

The upper right-hand corner of a piece of paper, 30 cm by 20 cm, as in the figure, is folded over to the bottom edge. How would you fold it so as to minimize the length of the fold? In other words, how would you choose x to minimize y? #Calculus #Derivative
82
Calculus Help: Find the limits - lim(x→1)⁡ (x-√(2-x^2 ))/(2x-√(2+2x^2 )) - Techniques
2:57

Calculus Help: Find the limits - lim(x→1)⁡ (x-√(2-x^2 ))/(2x-√(2+2x^2 )) - Techniques

Calculus Help: Find the limits - lim(x→1)⁡ (x-√(2-x^2 ))/(2x-√(2+2x^2 )) - Techniques #Calculus #Limits #Functions #Techniques
83
Calculus Help: Integral ∫ tanx/tan2x dx - Integration by basic trigonometry - Techniques
1:43

Calculus Help: Integral ∫ tanx/tan2x dx - Integration by basic trigonometry - Techniques

Here is the technique to solve Integral tanx/tan2x dx - Integration by basic trigonometry - Techniques #Integral #Integrations #Calculus #Techniques
84
Calculus Help: Integral ∫ cos^2 ⁡x dx and ∫ sin^2 ⁡x dx - Integration by Trigonometric identities
2:13

Calculus Help: Integral ∫ cos^2 ⁡x dx and ∫ sin^2 ⁡x dx - Integration by Trigonometric identities

Here is the technique to solve this question and how to find the question #Calculus #Integrals #Integrations #Solutions #TrigonometricSubstitution
85
Calculus Help: Application of Parabola and Integration (Arc Length) - Ballistic Missile - Red Alert
22:36

Calculus Help: Application of Parabola and Integration (Arc Length) - Ballistic Missile - Red Alert

Here is the technique to solve this question related to the parabolic projectile and find the distance of the ballistic missile after reaching the target. #Calculus #BallisticMissile #Missile #ArcLength #Techniques #Solutions #Formula
86
Calculus Help: Integral of dx/√(1+x^2 ) - Integration by trigonometric substitution
5:49

Calculus Help: Integral of dx/√(1+x^2 ) - Integration by trigonometric substitution

Here is the technique to trigonometric substitution and how to solve it #Integral #integration #Technique #Calculus #Formula #Solution #Technique #Answer
87
Calculus Help: Integral ∫ x √(x^2+4) dx - Integration by substitution - 置換積分
1:46

Calculus Help: Integral ∫ x √(x^2+4) dx - Integration by substitution - 置換積分

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integrations #Solutions #Calculus
88
Calculus Help: ∫ x/√(x^2+4) dx - Integration by substitution
0:58

Calculus Help: ∫ x/√(x^2+4) dx - Integration by substitution

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integrations #Calculus #Formula
89
Calculus Help: Differential Equations - (6y^3-xy-y)dx+2x dy=0 Bernoulli' s Equation
4:16

Calculus Help: Differential Equations - (6y^3-xy-y)dx+2x dy=0 Bernoulli' s Equation

Here is the technique to solve this differential equations and how to find them in step-by-step #DifferentialEquations #IntegratingFactor #LinearODE #OrdinaryDifferentialEquations
90
Calculus Help: Reduction Variables - y'=(x+y)/(1-3x-3y) - Techniques - SOLVED!!!
5:41

Calculus Help: Reduction Variables - y'=(x+y)/(1-3x-3y) - Techniques - SOLVED!!!

Here is the technique to solve differential equations by Reduction Variables - y'=(x+y)/(1-3x-3y) - Techniques - SOLVED!!! #DifferentialEquations #Calculus #Formula #Techniques
91
Calculus Help: Separable Differential Equations - y'=y/(x-√x) ,y(4)=e - Techniques
3:27

Calculus Help: Separable Differential Equations - y'=y/(x-√x) ,y(4)=e - Techniques

Separable Differential Equations - y'=y/(x-√x) ,y(4)=e - Techniques Here is the technique to solve this differential equation and how to find them in step-by-step #Integral #Integrations #DifferentialEquations #Calculus
92
Calculus Help: Integral ∫ √(1-x^2 )/x^4 dx - Integration by trigonometric substitution
3:42

Calculus Help: Integral ∫ √(1-x^2 )/x^4 dx - Integration by trigonometric substitution

Calculus Help: Integral ∫ √(1-x^2 )/x^4 dx - Integration by trigonometric substitution #Integral #Integrations #Substitution #TrigonometricSubstitution
93
Calculus Help: Find the limits - lim (x→0^+ )⁡ (1/x-1/(e^x-1)) - Techniques - Solutions
3:30

Calculus Help: Find the limits - lim (x→0^+ )⁡ (1/x-1/(e^x-1)) - Techniques - Solutions

Here is the technique to solve this limit and how to find them in step-by-step #Limits #Functions #Calculus
94
Calculus Help: ∫ ∛x/(∛x+1) dx, ∫ 1/(1+√3x) dx - Integration by substitution - Techniques
4:49

Calculus Help: ∫ ∛x/(∛x+1) dx, ∫ 1/(1+√3x) dx - Integration by substitution - Techniques

Here is the technique to solve these 2 integrals and how to find them in step-by-step #Calculus #Integrals #Integrations #substitution #integrationbysubstitution
95
Calculus Help: Find the limits - lim (x→4)⁡ (x^2-16)/sin⁡(x-4) - Techniques
1:29

Calculus Help: Find the limits - lim (x→4)⁡ (x^2-16)/sin⁡(x-4) - Techniques

Here is the technique to solve this limit and how to find them in step-by-step #Integrals #Integration #Limits #Calculus
96
Calculus Help: A Norman window is constructed by adjoining a semicircle to the top of an ordinary
7:01

Calculus Help: A Norman window is constructed by adjoining a semicircle to the top of an ordinary

Here is the technique to solve this question and how to find them in step-by-step #Techniques #Derivative #ApplicationOfDerivative #Calculus
97
Calculus Help: Find the limits - lim (x→0)⁡ (cosx-1)/x^2 - Techniques - SOLVED!!!
2:11

Calculus Help: Find the limits - lim (x→0)⁡ (cosx-1)/x^2 - Techniques - SOLVED!!!

Here is the technique to solve the limit and how to find them in step-by-step #Limits #Calculus #Formula #Techniques
98
Calculus Help: Basic Integral ∫ √(3x-10) dx - Integration - Techniques
1:41

Calculus Help: Basic Integral ∫ √(3x-10) dx - Integration - Techniques

Here is the technique to solve this integration and how to find them #Integrals #Integrations #Calculus #Basic Transcript
99
Calculus Help: Integral of lnx/x^2 dx - Integration by parts - Techniques
1:34

Calculus Help: Integral of lnx/x^2 dx - Integration by parts - Techniques

Here is the technique to solve this question and how to find them in step-by-step #Integral #Integrations #Calculus #Formula
100
Calculus Help: Integral ∫ x sin⁡(3x) dx - Integration by parts - Techniques - Solutions
1:55

Calculus Help: Integral ∫ x sin⁡(3x) dx - Integration by parts - Techniques - Solutions

Here is the technique to solve this integration by parts and how to find them in step-by-step #Integrals #Integrations #Calculus #Formula
101
Calculus Help: Integral of ∫ e^ax cos⁡(bx)dx - Integration by parts and techniques
3:40

Calculus Help: Integral of ∫ e^ax cos⁡(bx)dx - Integration by parts and techniques

Here is the technique to solve this integral and how to find them in step-by-step #Integrals #Integrations #IntegrationByParts #Calculus #Formula
102
Calculus Help: Integral ∫ x^2 cos⁡(2x) dx - Integration by parts - Techniques - SOLVED!!!
3:01

Calculus Help: Integral ∫ x^2 cos⁡(2x) dx - Integration by parts - Techniques - SOLVED!!!

Here is the technique to solve the question and how to find by integration by parts #Integrals #Integration #Calculus #Formula #Techniques #IntegrationByParts
103
Calculus Help: Integral ∫ xe^(1/2 x) dx - Integration by parts - Techniques
1:53

Calculus Help: Integral ∫ xe^(1/2 x) dx - Integration by parts - Techniques

Here is the technique to solve the question and integration by parts #IntegrationByParts #Techniques #Solutions #Calculus #Integrals #Integrations
104
Calculus Help: Find the limits - lim (x→2)⁡ (x^2-2x)/(x^2-x-2) - Techniques - SOLVED!!!
1:27

Calculus Help: Find the limits - lim (x→2)⁡ (x^2-2x)/(x^2-x-2) - Techniques - SOLVED!!!

Here is the technique to solve the limit and how to find them in step-by-step #Limits #Functions #Calculus
105
Calculus Help: Find the limit - Techniques - lim(x→0)⁡ x^2/(cosx-1)
2:25

Calculus Help: Find the limit - Techniques - lim(x→0)⁡ x^2/(cosx-1)

Here is the technique to solve this limit and how to find them in step-by-step #Limits #CalculusHelp #Techniques
106
Integral ∫ From 2 to 4 √(ln⁡(9-x) )/(√(ln⁡(9-x) )+√(ln⁡(3+x))) dx - Integration by substitution
4:19

Integral ∫ From 2 to 4 √(ln⁡(9-x) )/(√(ln⁡(9-x) )+√(ln⁡(3+x))) dx - Integration by substitution

Here is the technique to solve this question and how to find them in step-by-step #Techniques #Calculus #Formula #Substitution #Integrals #Integrations
107
Calculus Help: Find the limits - lim (x→0) (1-cosx)/sin2x - Techniques - SOLVED!!!
2:27

Calculus Help: Find the limits - lim (x→0) (1-cosx)/sin2x - Techniques - SOLVED!!!

Here is the technique to solve this limit and how to find them in step-by-step #Limits #Functions #Calculus
108
Find the derivative of inverse trigonometry: y=ln⁡(arccos⁡(sinx) ) - Techniques
1:50

Find the derivative of inverse trigonometry: y=ln⁡(arccos⁡(sinx) ) - Techniques

Here is the technique to solve this question and how to find them in step-by-step #Trigonometry #InverseFunctions #InverseTrigonometry #Calculus #Derivative
109
Calculus Help: Integral ∫ cot^3⁡ x csc^4 ⁡x dx - Integration with Substitution - trigonometry
1:58

Calculus Help: Integral ∫ cot^3⁡ x csc^4 ⁡x dx - Integration with Substitution - trigonometry

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integrations #Calculus #Trigonometry #Antiderivative
110
Calculus Help: Integral of ∫ cot^5⁡ x dx - Integration by substitution - Trigonometry
3:42

Calculus Help: Integral of ∫ cot^5⁡ x dx - Integration by substitution - Trigonometry

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integrations #Calculus #Formula #Solutions
111
Calculus Help: Integral ∫ tan^6 ⁡x sec^4⁡ x dx - Integration by substitution - Trigonometry
1:50

Calculus Help: Integral ∫ tan^6 ⁡x sec^4⁡ x dx - Integration by substitution - Trigonometry

Here is the technique to solve the integration and how to find #Integral #Antiderivative #Integrations #Calculus #Trigonometry
112
Calculus Help: Integral of ∫ tan^6⁡ x dx - Integration by substitution - Trigonometry
3:38

Calculus Help: Integral of ∫ tan^6⁡ x dx - Integration by substitution - Trigonometry

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integrations #Calculus #Formula
113
Calculus Help: Basic Derivative - Introduction: Derivative √(x^2+5)
1:14

Calculus Help: Basic Derivative - Introduction: Derivative √(x^2+5)

Here is the technique to solve this question and how to find them in step-by-step #Derivative #Calculus #Introduction
114
Derivative Help: Introduction of Calculus: y = √((9-x^2)/x^2 )
1:38

Derivative Help: Introduction of Calculus: y = √((9-x^2)/x^2 )

Here is the technique to solve this derivative and how to find them in step-by-step #Derivative #Calculus #Introduction #Solutions
1 comment
115
Polar Coordinates: Evaluate the volume of the cylinder x^2+z^2=9, bounded by the planes
8:36

Polar Coordinates: Evaluate the volume of the cylinder x^2+z^2=9, bounded by the planes

Evaluate the volume of the cylinder x^2+z^2=9, bounded by the planes x=0, y=0, z=0 and x+2y=2 on first octant Here is the technique to solve the question related to polar coordinates and how to find them in step-by-step #Calculus #Techniques #PolarCoordinates #TripleIntegrals
116
Calculus Help: Integral ∫ sin⁡(2-6x) dx - Basic Integration
0:55

Calculus Help: Integral ∫ sin⁡(2-6x) dx - Basic Integration

Here is the technique to solve this question and how to find them in step-by-step #Integral #Integrations #Solutions #Answered
117
Introduction to Calculus Find the derivative by definition - Derivative by definition y=2/x^2
2:31

Introduction to Calculus Find the derivative by definition - Derivative by definition y=2/x^2

Here is the technique to solve and find the derivative by definition #Derivative #Techniques #Solutions #Calculus
118
Introduction of Calculus Basic Derivative: y = (x^2+4x+5)/x - Step-by-step - Power
1:22

Introduction of Calculus Basic Derivative: y = (x^2+4x+5)/x - Step-by-step - Power

Here is the technique to solve the question related to calculus and how to find them in step-by-step #Calculus #Derivative #Solutions
119
Introduction of Calculus First Derivative of Trigonometry and Inverse Trigonometry
9:56

Introduction of Calculus First Derivative of Trigonometry and Inverse Trigonometry

Here is the technique to solve these questions related to Calculus and Derivative #Derivative #Calculus #Solutions
120
Introduction to Calculus: Basic First Derivative - Technique to solve - Step-by-step
9:41

Introduction to Calculus: Basic First Derivative - Technique to solve - Step-by-step

Here is the technique to solve these questions about Derivative and how to find them in step-by-step #Derivative #Calculus #Basic #Techniques
121
Prove inverse trigonometry - sin^(-1)⁡ x =tan^(-1)⁡ ( x/√(1-x^2 ) or arcsinx = arctan(x/√(1-x^2)
4:17

Prove inverse trigonometry - sin^(-1)⁡ x =tan^(-1)⁡ ( x/√(1-x^2 ) or arcsinx = arctan(x/√(1-x^2)

Here is the technique to find the derivative of inverse trigonometry and how to find them in step-by-step #InveseFunction #Function #Techniques
122
Calculus Help: Integral of sin^3⁡ x cosx dx - Integration by substitution
0:56

Calculus Help: Integral of sin^3⁡ x cosx dx - Integration by substitution

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integration #Calculus #Substitution
123
Calculus Help: ∫ √(16-9x^2 ) dx - Integration by trigonometric substitution
3:58

Calculus Help: ∫ √(16-9x^2 ) dx - Integration by trigonometric substitution

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integrations #Calculus #Formula #TrigonometricSubstitution
124
Integration by Substitution: ∫ (7x+4)^5 dx, ∫ e^x/(2e^x+3)^7 dx, ∫ (x^2+2x)/(x^3+3x^2-4) dx
5:30

Integration by Substitution: ∫ (7x+4)^5 dx, ∫ e^x/(2e^x+3)^7 dx, ∫ (x^2+2x)/(x^3+3x^2-4) dx

∫ (7x+4)^5 dx, ∫ e^x/(2e^x+3)^7 dx, ∫ (x^2+2x)/(x^3+3x^2-4) dx Here is the technique to solve these integrations and how to find them in step-by-step #Integrals #Integrations #Antiderivative #Solutions #Substitution #IntegrationBySubstitution
125
Introduction of Integration: Calculus - ∫ (x^2+1/(2x)^3 )dx ∫ (7x^4+8x^3+9^x )dx
2:12

Introduction of Integration: Calculus - ∫ (x^2+1/(2x)^3 )dx ∫ (7x^4+8x^3+9^x )dx

∫ (x^2+1/(2x)^3 )dx ∫ (7x^4+8x^3+9^x )dx ∫ (3 csc^2⁡x-5secx tanx) dx #Calculus #Integrals #Integrations #Introduction
126
lim(x→∞)⁡ ln⁡(√x)/x^2, lim(x→0)⁡ (x 3^x)/(3^x+1), lim(x→∞) √xe^(-x/2), lim(x→1^+ )⁡ lnx tan⁡(πx/2)
6:20

lim(x→∞)⁡ ln⁡(√x)/x^2, lim(x→0)⁡ (x 3^x)/(3^x+1), lim(x→∞) √xe^(-x/2), lim(x→1^+ )⁡ lnx tan⁡(πx/2)

Here is the technique to solve these 4 questions and how to find them in step-by-step #Techniques #Integrals #Limits #Solutions
127
Calculus Help: Derivative by Limit Definition - f'(-1) with f(x)=4/(3x+5 ), f'(2) f(x)=5x^2-2x-3
6:31

Calculus Help: Derivative by Limit Definition - f'(-1) with f(x)=4/(3x+5 ), f'(2) f(x)=5x^2-2x-3

Here is the technique to solve this question of Limit by definition #Limit #Functions #Calculus
128
The Hardest High School Math by Trigonometric Substitution in Vietnam - Integral with long series
10:59

The Hardest High School Math by Trigonometric Substitution in Vietnam - Integral with long series

Here is the technique to solve the integral Integral ( 1 + tan^2 x)(1 + tan^3 x)...(1 + tan^2020 x) + ... + (1+tanx)(1 + tan^2 x)... (1 + tan^2019 x) / (1 + tanx)(1 + tan^2 x)(1 + tan^3 x) ... (1+tan^2020 x) dx #Integral #Integrations #Calculus #TheHardestHighSchoolMath #TrigometricSubstitution
129
Transform the polar equation:r=4cosθ/(cos^2⁡θ+1) into its Cartesian form and identify the curve
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Transform the polar equation:r=4cosθ/(cos^2⁡θ+1) into its Cartesian form and identify the curve

Here is the technique to solve the question related to polar coordinates and how to find them in step-by-step #PolarCoordinates #Calculus #CartesianForm #Solutions
130
Exponential Growth: In a study of an insect population, there were about 118 insects four weeks
4:36

Exponential Growth: In a study of an insect population, there were about 118 insects four weeks

In a study of an insect population, there were about 118 insects four weeks after the study began and about 295 insects after two more weeks. Assuming an exponential model, how many insects in the initial population? #ExponentialGrowth #LogarithmicFunction #Calculus #Insect
131
Calculus Help: Find the limits - lim (x→0)⁡ (1-cosx)/sinx - Techniques - SOLVED!!!
2:06

Calculus Help: Find the limits - lim (x→0)⁡ (1-cosx)/sinx - Techniques - SOLVED!!!

Here is the technique to solve this limit without using L'Hospital #Limits #Calculus #Techniques #Maths
132
Calculus Convergent and Divergent ∑(n=1)^∞ 1/2^n ∑_(n=1)^∞ sinh⁡(n)/cosh⁡(2n) : Ratio, Integral Test
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Calculus Convergent and Divergent ∑(n=1)^∞ 1/2^n ∑_(n=1)^∞ sinh⁡(n)/cosh⁡(2n) : Ratio, Integral Test

Here is the technique to solve two questions related to the series about convergent or divergent #Convergent #Divergent #Techniques #Calculus
133
Calculus Help: Divergent and Convergent Test: Root Test: ∑_(n=1) to ∞ n/(ln⁡ n )^n
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Calculus Help: Divergent and Convergent Test: Root Test: ∑_(n=1) to ∞ n/(ln⁡ n )^n

Here is the technique to find convergent or divergent of the function/the series #Convergent #Divergent #Calculus #RootTest
134
Determine if the equation is exact and if so find the solution: -xy^2-4xy+(-x^2 y-2x^2+3)dy/dx=0
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Determine if the equation is exact and if so find the solution: -xy^2-4xy+(-x^2 y-2x^2+3)dy/dx=0

Here is the technique to solve this differential equation and how to find them in step-by-step #DifferentialEquations #ExactDifferentialEquations
135
Determine whether the given equation is exact (2y-1/x+cos(3x) dy/dx +y/x^2-4x^3-3ysin(3x)=0
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Determine whether the given equation is exact (2y-1/x+cos(3x) dy/dx +y/x^2-4x^3-3ysin(3x)=0

Here is the technique to solve this question related to exact differential equation and how to find them in step-by-step #DifferentialEquations #Exact #ExactDifferentialEquations
136
Calculus Help: Exact Differential Equations: 3y^3 dx+9xy^2 dy=0 - Techniques
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Calculus Help: Exact Differential Equations: 3y^3 dx+9xy^2 dy=0 - Techniques

Here is the technique to solve this differential equation and how to find them in step-by-step #DifferentialEquations #Calculus #ExactDifferentialEquations
137
Calculus: Differential Equation - y' = y-xy^3 e^(-2x) - Integrating Factor - Bernoulli's Equation
4:29

Calculus: Differential Equation - y' = y-xy^3 e^(-2x) - Integrating Factor - Bernoulli's Equation

Here is the technique to solve this differential equation and how to find them in step-by-step #DifferentialEquations #CalculusHelp #IntegratingFactor #Bernoulli
138
Differential Equations: Linear ODE - Integrating Factor - dy/dx- y=11/8 e^(-x/3)
2:51

Differential Equations: Linear ODE - Integrating Factor - dy/dx- y=11/8 e^(-x/3)

Here is the technique to solve the question about differential equations and how to find them in step-by-step #Techniques #IntegratingFactor #LinearODE #Calculus
139
Calculus Help: Find the limits - lim (x→0)⁡ x cotx - Techniques - SOLVED!!!
1:15

Calculus Help: Find the limits - lim (x→0)⁡ x cotx - Techniques - SOLVED!!!

Here is the technique to solve this question with basic L'Hospital #LHospital #Calculus #Derivative #Limits
140
Calculus Help: Find the limits: lim (x→0)⁡ (tanx-sinx)/x^3 - Technique to solve
3:15

Calculus Help: Find the limits: lim (x→0)⁡ (tanx-sinx)/x^3 - Technique to solve

Here is the technique to solve this limit and how to find #LHospital #Limit #Calculus #Derivative
141
Differential Equations: Transform into exact: 6x(x^2+1)y+4xy^2+((x^2+1)^2+2y(x^2+1)) dy/dx=0
13:07

Differential Equations: Transform into exact: 6x(x^2+1)y+4xy^2+((x^2+1)^2+2y(x^2+1)) dy/dx=0

Here is the technique to solve this question and how to find them in step-by-step #DifferentialEquations #Calculus #Exact #ExactDifferentialEquations
142
Calculus Help: Separable Differential Equations -> dy/dx = -y/x , y(1) = 2
1:30

Calculus Help: Separable Differential Equations -> dy/dx = -y/x , y(1) = 2

Here is the technique to solve this differential equation and how to find them in step-by-step #DifferentialEquations #Calculus #CalculusHelp #Techniques
143
Integral: 3 sin⁡(2x) ; 5 sin⁡(3x) cos^3⁡ (3x) ; e^2x/(e^2x+3) ; x√(x+3) ; (x)/∛(x+1) ∫1/(x√(7-x^2 ))
10:13

Integral: 3 sin⁡(2x) ; 5 sin⁡(3x) cos^3⁡ (3x) ; e^2x/(e^2x+3) ; x√(x+3) ; (x)/∛(x+1) ∫1/(x√(7-x^2 ))

Here is the technique to solve these integrations and how to find them in step-by-step #Integrals #Integrations #Calculus
144
Calculus Techniques: Integration ∫ 1 dx/(1+tanx) - Integration by substitution - SOLVED!!
4:26

Calculus Techniques: Integration ∫ 1 dx/(1+tanx) - Integration by substitution - SOLVED!!

Here is the technique to solve this integration and how to find them #Integral #Integration #Calculus #Formula #Techniques
145
Calculus Help: Integrating Factor - Linear ODE: 3(y+1)dx=2xdy
3:55

Calculus Help: Integrating Factor - Linear ODE: 3(y+1)dx=2xdy

Here is the technique to solve this integration factor and how to solve the linear ODE #LinearODE #IntegratingFactor #DifferentialEquations
146
Calculus Help: For the function f(x)=2√(-4x^6 + 6e^x) find f'(x)
2:11

Calculus Help: For the function f(x)=2√(-4x^6 + 6e^x) find f'(x)

Here is the technique to solve this derivative of the function #Function #Derivative #Techniques
147
Geometry Help: Find the equation of the line passing through (5,2)and perpendicular to the line
2:31

Geometry Help: Find the equation of the line passing through (5,2)and perpendicular to the line

Here is the technique to solve this question and how to find them in step-by-step with derivative and perpendicular #Perpendicular #Parallel #Calculus
148
Calculus Help: f(x)=√(x^2-4) , g(x)=1/√(x^2-1) Find fog and gof .Find domains and composition
8:10

Calculus Help: f(x)=√(x^2-4) , g(x)=1/√(x^2-1) Find fog and gof .Find domains and composition

Here is the technique to solve the composition and find the domains with ranges in 2 functions #Domain #Range #Composition #Calculus
149
Calculus Help: Basic Integral - Integral of x^2025 dx - Basic Formula
0:48

Calculus Help: Basic Integral - Integral of x^2025 dx - Basic Formula

Here is the technique to solve the basic Integration and how to find them in step-by-step
150
Calculus Help: Eliminate the arbitrary constants: y= C1 e^(3x) + C2 e^(2x) + C3 e^x - Techniques
2:20

Calculus Help: Eliminate the arbitrary constants: y= C1 e^(3x) + C2 e^(2x) + C3 e^x - Techniques

Here is the basic way to do elimination of the arbitrary constants for differential equations #DifferentialEquations #ArbitraryConstants #Techniques #Calculus
151
Calculus Help: How to find the graph of function: Asymptotes and y-intercept
3:40

Calculus Help: How to find the graph of function: Asymptotes and y-intercept

Here is the full video to answer the question and how to find the graph of the function #Graph #Functions #Asymptotes
152
Integral Help: ∫ √(1+x^2 )/x dx - Integration by trigonometric substitution - Solutions
4:45

Integral Help: ∫ √(1+x^2 )/x dx - Integration by trigonometric substitution - Solutions

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integrations #Solutions
153
Calculus Help: Integral from 4 to 7 - dx/(x^2-5x+6) - Techniques - Partial Fractions
3:18

Calculus Help: Integral from 4 to 7 - dx/(x^2-5x+6) - Techniques - Partial Fractions

Here is the technique to solve this question and how to find them in step-by-step #PartialFractions #Integrations #Integrals #Calculus
154
Integral Help: ∫ Integration from 5 to 10 x^2 lnx dx - Integration by parts - Techniques in Cal
2:10

Integral Help: ∫ Integration from 5 to 10 x^2 lnx dx - Integration by parts - Techniques in Cal

Here is the full video to show how to solve the integration and how to find them in step-by-step #Integrals #Integrations #Parts #Answered
155
Calculus Help: Integration from 4 to 9 √x/(√x-1) dx - Techniques - Integration by substitution
3:25

Calculus Help: Integration from 4 to 9 √x/(√x-1) dx - Techniques - Integration by substitution

Here is the full video to solve this question and how to find them in step-by-step #Integrals #Integrations #Solutions #Calculus
156
Calculus Help: Find the limits lim (x→64)⁡ (√x-8)/(∛x-4) - lim(x→6)⁡ (2-√(x-2))/(x^2-36)
6:47

Calculus Help: Find the limits lim (x→64)⁡ (√x-8)/(∛x-4) - lim(x→6)⁡ (2-√(x-2))/(x^2-36)

Here is the technique to solve 3 limits and how to solve them in here: lim┬(x→64)⁡〖(√x-8)/(∛x-4)〗 lim┬(x→6)⁡〖(2-√(x-2))/(x^2-36)〗 lim┬(x→9)⁡〖(2x^5-162x^3)/(x^5-6x^4-27x^3 )〗 #Calculus #Techniques #Solutions #Answers
157
Calculus Help: Cauchy-Reimann Equations : 1/z - Step-by-step - Derivative of Complex Numbers
8:05

Calculus Help: Cauchy-Reimann Equations : 1/z - Step-by-step - Derivative of Complex Numbers

Here is the technique to solve this equation and how to find them #Solving #ComplexNumbers #Solutions #Reimann #Cauchy
158
Calculus Help: Find the Integral of (2x^2+4x-3)/x^2 dx - Techniques - Solutions
2:52

Calculus Help: Find the Integral of (2x^2+4x-3)/x^2 dx - Techniques - Solutions

Here is the technique to solve this integration and how to find them in step-by-step #Techniques #Solutions #Answered
159
Calculus Help: Find the limits: lim (x→3)⁡ (x^3-27)/(x^2-9) - Technique to solve
2:09

Calculus Help: Find the limits: lim (x→3)⁡ (x^3-27)/(x^2-9) - Technique to solve

Here is the technique to solve this question and how to find them in step-by-step #Calculus #Limit #Solutions
160
Calculus Help: Integral of (x+1)dx/(x^3+x^2-6x) - Integration by partial fractions
4:52

Calculus Help: Integral of (x+1)dx/(x^3+x^2-6x) - Integration by partial fractions

Here is the technique to solve this integration and how to find them in step-by-step #Techniques #Solutions #Answered #PartialFractions
161
Calculus Help: Integrals: A solid lies between planes perpendicular to the x-axis at x = 0 and x=9
3:14

Calculus Help: Integrals: A solid lies between planes perpendicular to the x-axis at x = 0 and x=9

Full question: A solid lies between planes perpendicular to the x-axis at x = 0 and x=9. The cross sections perpendicular to the x-axis between these planes are squares whose bases run from the parabola y = - 4√x to the parabola y = 4√x. Find the volume of the solid #CalculusHelp #CrossSection #Integral
162
Calculus Help: Integral ∫ x^3/(4x^2+9)^(3/2) dx - Integration by substitution - Techniques
3:53

Calculus Help: Integral ∫ x^3/(4x^2+9)^(3/2) dx - Integration by substitution - Techniques

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integration #Solutions #Answered #Substitution
163
Integral: ∫ dx/(e^x - 1) and how to solve - Integration - Step-by-step
3:19

Integral: ∫ dx/(e^x - 1) and how to solve - Integration - Step-by-step

Here is the technique to solve this integration and how to find them in step-by-step #Integral #Integration #Step-by-step #Calculus
164
Calculus Help: Triple Integrals - ∫ From 0 to 1 ∫ From 0 to 1 ∫ From 0 to 1 e^(x+y+z) dx dy dz
2:22

Calculus Help: Triple Integrals - ∫ From 0 to 1 ∫ From 0 to 1 ∫ From 0 to 1 e^(x+y+z) dx dy dz

Here is the technique to solve this question and how to find them in step-by-step #Techniques #Integrals #Integrations #TripleIntegrals
165
Calculus Help: ∫ x^3 sinx dx - Integration by parts - Techniques - Solutions
4:09

Calculus Help: ∫ x^3 sinx dx - Integration by parts - Techniques - Solutions

Here is the technique to solve this integration and how to find them in here by integration by parts #Integral #Integration #Calculus #Formula #Solutions
166
Calculus Help: Apply L'Hospital and How to solve it lim {x→1/2}⁡(tan⁡(3πx))/(sec⁡(πx))
3:25

Calculus Help: Apply L'Hospital and How to solve it lim {x→1/2}⁡(tan⁡(3πx))/(sec⁡(πx))

Here is the technique to find this limit and how to solve it #Limit #Calculus #Formula #Techniques
167
A 6-ft-tall person walks away from a 10-ft lamppost at a constant rate of 3ft/sec. What is rate
4:16

A 6-ft-tall person walks away from a 10-ft lamppost at a constant rate of 3ft/sec. What is rate

Full question: A 6-ft-tall person walks away from a 10-ft lamppost at a constant rate of 3ft/sec. What is the rate that the tip of the shadow moves away from the pole when the person is 10ft away from the pole? #Techniques #Calculus #Answered #Solutions
168
Calculus Help: Homogeneous - Differential Equations - ( x-y lny+y lnx) dx+x( lny-lnx )dy=0
7:24

Calculus Help: Homogeneous - Differential Equations - ( x-y lny+y lnx) dx+x( lny-lnx )dy=0

Here is the technique to find all solutions about differential equations and how to find it in step-by-step #DifferentialEquations #Techniques #Solutions #Answered #Homogeneous #Techniques
169
Calculus Help: Integral of ∫ arctan⁡(3x)dx - Integration by parts and how to solve
3:20

Calculus Help: Integral of ∫ arctan⁡(3x)dx - Integration by parts and how to solve

Here is the technique to solve this question and how to find them in step-by-step #Integral #Integrations #Solutions #Answered
170
Calculus Help: sin^2 x dx / sqrt(1-cosx) - sin^2 x dx/ √(1 - cosx) - Integration by substitution
4:30

Calculus Help: sin^2 x dx / sqrt(1-cosx) - sin^2 x dx/ √(1 - cosx) - Integration by substitution

Here is the technique to solve this integration and how to find them in step-by-step #Techniques #Solutions #Integrals #Integration
171
Calculus Help: Integral ∫ (2x^2-x+4)/(x^3+4x) dx - Integration by division - Techniques
5:39

Calculus Help: Integral ∫ (2x^2-x+4)/(x^3+4x) dx - Integration by division - Techniques

Here is the technique to solve this question and how to find them in step-by-step #Calculus #Solutions #Techniques #Division #Integrations
172
Calculus Help: Integral ∫ x/√(36-x^2 ) dx - Integration by trigonometric substitution - 三角関数での置換
2:45

Calculus Help: Integral ∫ x/√(36-x^2 ) dx - Integration by trigonometric substitution - 三角関数での置換

Here is the technique to solve this question and how to find them in step-by-step #三角関数での置換 #Techniques #Solutions #Answer #TrigonometricSubstitution
173
Calculus Help: Integral of cos2x sin3x dx - Integration by Trigonometric identities
2:34

Calculus Help: Integral of cos2x sin3x dx - Integration by Trigonometric identities

Here is the technique to solve and find the value of the function and how to find the function #Calculus #Integral #Integrations #Functions
174
Calculus Help: ∫ sin^4 ⁡x cos^6⁡ x dx - Integration with trigonometry - Equation - Integrals
8:04

Calculus Help: ∫ sin^4 ⁡x cos^6⁡ x dx - Integration with trigonometry - Equation - Integrals

Here is the technique to solve this integration and how to find them in step-by-step #Techniques #Solutions #Answered
175
Calculus Help: Find the first three non-zero terms of Maclaurin expansion
2:59

Calculus Help: Find the first three non-zero terms of Maclaurin expansion

Here is the technique to find first three non-zero terms of Maclaurin expansion #MaclaurinExpansion #MaclaurinSeries #Series #Calculus
176
Calculus Help: Differential Equations - dy/dx=(3x+2y)/(3x+2y+2) ,y(-1)=-1 - Reduction Variable
5:56

Calculus Help: Differential Equations - dy/dx=(3x+2y)/(3x+2y+2) ,y(-1)=-1 - Reduction Variable

Here is the technique to solve this question and how to find them in step-by-step: Calculus Help: Differential Equations - dy/dx=(3x+2y)/(3x+2y+2) ,y(-1)=-1 - Reduction Variable #DifferentialEquations #IntegratingFactor #Techniques #Solutions
177
Calculus Help: Differential Equations - dy/dx-tany/(1+x)=(1+x) e^x secy - Techniques
5:38

Calculus Help: Differential Equations - dy/dx-tany/(1+x)=(1+x) e^x secy - Techniques

Here is the technique to solve this differential equations and how to find them in step-by-step #DifferentialEquations #Calculus #Solutions
178
Calculus Help: Integral of cos^3⁡x/(1-sinx) dx - Integration by substitution - Trigonometry
1:44

Calculus Help: Integral of cos^3⁡x/(1-sinx) dx - Integration by substitution - Trigonometry

Here is the technique to solve this integration and how to find them in step-by-step #Techniques #Calculus #Solutions #Substitution
179
Calculus Help: Separable Differential Equation: dy/dx=e^(x-y) - Exponent and Power Equation
1:55

Calculus Help: Separable Differential Equation: dy/dx=e^(x-y) - Exponent and Power Equation

Here is the technique to solve the question and how to find this separable differential equation #DiffernetialEquations #Calculus #SeparableDifferentialEquations #Exponent
180
Calculus Help: Integral ∫ sinx √(1+cosx)dx - Integration by substitution - Techniques
2:15

Calculus Help: Integral ∫ sinx √(1+cosx)dx - Integration by substitution - Techniques

Here is the technique to solve this integration and how to find them in step-by-step #Techniques #Calculus #Integrations #Integrals #Solutions
181
Calculus Help: Differential Equation - Transform into Homogeneous - dy/dx=(x+y+4)/(x-y-6)
8:12

Calculus Help: Differential Equation - Transform into Homogeneous - dy/dx=(x+y+4)/(x-y-6)

Here is the technique to solve this question and how to find them in step-by-step Differential Equation - Transform into Homogeneous - dy/dx=(x+y+4)/(x-y-6)
182
Calculus Help: Differential Equations - (x+1) dy/dx+y=lnx,y(1)=10 - Techniques - Integrating Factor
5:25

Calculus Help: Differential Equations - (x+1) dy/dx+y=lnx,y(1)=10 - Techniques - Integrating Factor

Here is the technique to solve this differential equation and how to find them in step-by-step (x+1) dy/dx+y=lnx,y(1)=10 - Techniques - Integrating Factor #IntegratingFactor #Techniques #Solutions
183
Calculus Help: Limit with L'Hospital - Lim x approaches to 0 1/x-1/sinx
4:38

Calculus Help: Limit with L'Hospital - Lim x approaches to 0 1/x-1/sinx

Here is the technique to find the limit of 1/x-1/sinx #Limit #LHospital #Calculus #Trigonometry
184
Calculus Help: Integral of ∫sin4x cos4x dx (Two ways) - Trigonometry Identities and Substitution
2:55

Calculus Help: Integral of ∫sin4x cos4x dx (Two ways) - Trigonometry Identities and Substitution

Here is the technique to solve this integration and how to solve it #Integral #Integration #Calculus #Formula
185
Calculus Help: Find the limits: Lim {x approaches 1+ } (1/lnx - 1/(x-1)) - L'Hospital - Derivative
4:08

Calculus Help: Find the limits: Lim {x approaches 1+ } (1/lnx - 1/(x-1)) - L'Hospital - Derivative

Here is the technique to solve this limit and how to find them. #Limits #functions #Formula
186
Calculus Help: Integral ∫ x^2/√(9-25x^2 ) dx - Integration by trigonometric substitution
4:51

Calculus Help: Integral ∫ x^2/√(9-25x^2 ) dx - Integration by trigonometric substitution

Here is the technique to solve this question and how to find them in step-by-step #Techniques #Calculus #Integrals #Integrations #Solutions
187
Calculus Help: Separable Differential Equation: xdx + ydy = 0
1:22

Calculus Help: Separable Differential Equation: xdx + ydy = 0

Here is the technique to solve this differential equation and how to solve them #DifferentialEquation #Calculus #Formula
188
Calculus Help: Integral dx/(x√(x^2-4)) - Integration by substitution dx/(x sqrt(x^2-4)) Square root
6:17

Calculus Help: Integral dx/(x√(x^2-4)) - Integration by substitution dx/(x sqrt(x^2-4)) Square root

Here is the technique to solve integration and how to find them in step-by-step #Integral #Integrations #Solutions
189
Calculus Help: Integral of dx/√(3-2x-x^2 ) - Integration by Trigonometric Substitution
5:26

Calculus Help: Integral of dx/√(3-2x-x^2 ) - Integration by Trigonometric Substitution

Here is a technique to answer the integral of dx/√(3-2x-x^2 ) #Integrals #integrations #Formula #Calculus
190
Calculus Help: Differential Equations - dy/dx=cos⁡(x+y) ,y(0)=π/4 - Reduction variable
4:32

Calculus Help: Differential Equations - dy/dx=cos⁡(x+y) ,y(0)=π/4 - Reduction variable

Here is the technique to solve this question and how to find them in step-by-step #Techniques #Solutions #Answers #DifferentialEquations #Equations
191
Calculus Help: Exact Differential Equation: (1+y^2+xy^2 )dx+(x^2 y+y+2xy)dy=0
4:00

Calculus Help: Exact Differential Equation: (1+y^2+xy^2 )dx+(x^2 y+y+2xy)dy=0

Here is the technique to solve this question related to differential equation and how to find them in here #Differential #Equation #Techniques
192
Calculus Help: Exact - Differential Equations - (3x^2+6xy^2 ) dx+(6x^2 y+4y^3 ) dy=0
4:08

Calculus Help: Exact - Differential Equations - (3x^2+6xy^2 ) dx+(6x^2 y+4y^3 ) dy=0

Here is the technique to solve this question and how to find them in step-by-step #Techniques #Limits #Formula #Solutions #Answered
193
Calculus Help: Integral of ∫ cscx cotx dx - Integration by substitution
1:35

Calculus Help: Integral of ∫ cscx cotx dx - Integration by substitution

Here is the technique to solve this question and how to find the integral #Techniques #Solutions #Answered
194
Calculus Help: Find the exact length of the curve y=ln⁡(1-x^2 ),0≤x≤1/8 - Arc Length - Integration
5:10

Calculus Help: Find the exact length of the curve y=ln⁡(1-x^2 ),0≤x≤1/8 - Arc Length - Integration

Here is the technique to solve this question and how to find it in step-by-step:
195
Calculus Help: Differential Equation - y''+9y=0 ,y(0)=1,y' (0)=-2 - Complementary Solutions
4:53

Calculus Help: Differential Equation - y''+9y=0 ,y(0)=1,y' (0)=-2 - Complementary Solutions

Here is the technique to solve this question and how to find them in step-by-step #Calculus #DifferentialEquations
196
Calculus Help: Find the limits: lim (x→π/2)⁡ (1-sinx)/cosx - Without Using L'Hospital
3:49

Calculus Help: Find the limits: lim (x→π/2)⁡ (1-sinx)/cosx - Without Using L'Hospital

Here is the technique to find the limit and how to find it #Limits #Techniques #Solutions #Answers
197
Calculus: The graphs of f and g are given: (a) State the value of f(-4) and g(3), b) Domain Range
8:03

Calculus: The graphs of f and g are given: (a) State the value of f(-4) and g(3), b) Domain Range

Here is the technique to evaluate and find the value of the function #Calculus #Functions #Techniques #Solutions
198
Calculus Help: Homogeneous - Differential Equations - xy dx-(x^2+3y^2 ) dy=0 - Techniques
5:32

Calculus Help: Homogeneous - Differential Equations - xy dx-(x^2+3y^2 ) dy=0 - Techniques

Here is the technique to solve this question and how to find them in step-by-step for xy dx-(x^2+3y^2 ) dy=0 - Techniques #Techniques #Solutions #DifferentialEquations
199
Calculus Help: Advance Derivative for Complex Function and Equation
24:40

Calculus Help: Advance Derivative for Complex Function and Equation

Here are my techniques on how to solve the derivative in hard equation #Equation #Function #Complex #Calculus
200
Calculus Help: Find the center, transverse and conjugate axis, the vertices, the foci, and asymtotes
13:48

Calculus Help: Find the center, transverse and conjugate axis, the vertices, the foci, and asymtotes

Here is the basic way to find the center, transverse and conjugate axis, the vertices, the foci, and asymtotes

In 2004, an art collector paid $72719000 for a particular painting. The same painting sold for

2 months ago
15
Science ExponentialFunction Exponential Calculus

In 2004, an art collector paid $72719000 for a particular painting. The same painting sold for $34000 in 1950.
a) Find the exponential growth rate k, three decimal places, and determine the exponential growth function V, for which V(t) is the painting's value, in dollars, t years after 1950
b) Predict the value of the painting in 2026
c) Estimate the rate of change of the painting's value in 2026
d) How long after 1950 will the value of the painting be $4 billion

#ExponentialFunction
#Exponential
#Calculus

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