Предмет: Математика, автор: Kasada

составить уравнение касательной к графику функции y=4x^2+1 в точке x0=1

Ответы

Автор ответа: table123

Ответ: y=8x-3

Пошаговое объяснение:

уравнение касательной у=f(xo)+f'(xo)*(x-xo)

f(1)=4*1+1=5, f'(x)=8x, f'(1)=8*1=8,

y=5+8(x-1)=5+8x-8, y=8x-3

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составить уравнение касательной к графику функции y=4x^2+1 в точке x0=1​

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составить уравнение касательной к графику функции y=4x^2+1 в точке x0=1