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Teorema do resto | Questão 38 de Cristalina (QUADRIX). Para que P(x) = x4 – Kx3 + 2x – 4
2 years ago
6
Para que P(x) = x4 – Kx3 + 2x – 4 seja divisível por (x – 2), a constante K vale. utilizando o teorema do resto para calcular o valor de k
00:00 Olá, nesse vídeo eu resolvo a questão 38 de matemática da prova do concurso da prefeitura municipal de cristalina goiás (Cristalina GO) para o cargo de Professor de matemática elaborada pela banca instituto Quadrix
Playlis da Banca Quadrix
https://youtube.com/playlist?list=PLgmdl5jsCXV3-Nh9lOqz3tAVEzEuXquIs
#matemática #concurso #2022 #concursoaberto #raciocínio #quadrix #professordematemática #quadrix #raciocíniologico #analisecombinatoria #questõesdeconcurso #questõesdematemática #polinômios
Questões de matemática da banca quadrix,
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