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  1. Calculus: Bernoulli's Equation: 2x^3 y' = y(y^2+3x^2) - Differential Equations - High School Math

    Calculus: Bernoulli's Equation: 2x^3 y' = y(y^2+3x^2) - Differential Equations - High School Math

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  2. Calculus Help: Exact Differential Equation - (2xy-y)dx+(x^2+x)dy=0 - Transform into exact equation

    Calculus Help: Exact Differential Equation - (2xy-y)dx+(x^2+x)dy=0 - Transform into exact equation

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

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

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

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

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  5. Solving Heat equation (partial differential equation) and heat kernel

    Solving Heat equation (partial differential equation) and heat kernel

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  6. Calculus Help: Differential Equation: dy/dx=x-y

    Calculus Help: Differential Equation: dy/dx=x-y

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  7. 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

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

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

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

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

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

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

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  11. Logistic Growth Model, Differential Equations - Calculus

    Logistic Growth Model, Differential Equations - Calculus

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  12. How to Construct a Slope Field for A Differential Equation [Worked Example] Calculus

    How to Construct a Slope Field for A Differential Equation [Worked Example] Calculus

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  13. Verifying Solutions to Differential Equations - Calculus

    Verifying Solutions to Differential Equations - Calculus

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  14. Calculus Help: Differential Equation: x dy/dx+2y=x^3

    Calculus Help: Differential Equation: x dy/dx+2y=x^3

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

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

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

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

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  17. Calculus Help: Exact Differential Equations: 3y^3 dx+9xy^2 dy=0 - Techniques

    Calculus Help: Exact Differential Equations: 3y^3 dx+9xy^2 dy=0 - Techniques

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

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

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  19. Calculus Help: Differential Equation : sin2x dy/dx-y=tanx - Integration Factor

    Calculus Help: Differential Equation : sin2x dy/dx-y=tanx - Integration Factor

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  20. Calculus Help: Differential Equation: Bernoulli Equation: dy/dx+y=xy^3

    Calculus Help: Differential Equation: Bernoulli Equation: dy/dx+y=xy^3

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  21. Calculus Help: Homogeneous Differential Equation - dy/dx=(2xy+3y^2)/(x^2+2xy) - Techniques

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

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

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

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  24. Sparse Matrices to Speed up Calculations (Part 2): Partial Differential Equations - 1-D Diffusion

    Sparse Matrices to Speed up Calculations (Part 2): Partial Differential Equations - 1-D Diffusion

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  25. Calculus Help: Exact Differential Equations - (r + sinθ - cosθ) dr + r(sinθ+cosθ) dθ = 0

    Calculus Help: Exact Differential Equations - (r + sinθ - cosθ) dr + r(sinθ+cosθ) dθ = 0

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