considere g(x)=(anexo), determine o valor de g'(2).... Pergunta de ideia deEvertonPrado10

August 2022 1 56 Report

considere g(x)=(anexo), determine o valor de g'(2)

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marcoskiko G(x) = (X ²- 5)³/ (X² + 4)²g(2) = (2² - 5)³ / (2² +4)²g(2) = (4-5)³ / (4+4)²g(2) = (-1)³/ 8²g(2) = -1/64ou poderia ser feito separadog(x) = (X ²- 5)³/ (X² + 4)²g(2) = (2² - 5)³ / (2² +4)²g(2) = (4-5)³ / (4+4)²g(2) = 64-125 / 16 +16g(2) = -61/32g(2) = -1,9 aproximando -2

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