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balenkosanya
@balenkosanya
July 2022
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Уравнение касательной, проведенной к графику функции у = х2 + 6х +1 в точке с абсциссой х0 = -1 имеет вид:
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xxxeol
Verified answer
Функция F = X² + 6X + 1
Производная F' = 2X + 6
Уравнение касательной
Y = F(X0) + F'(X0)*(X-X0)
F(-1) = - 4
F'(-1) = 4
Y = 4*X - ОТВЕТ
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balenkosanya
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Verified answer
Функция F = X² + 6X + 1Производная F' = 2X + 6
Уравнение касательной
Y = F(X0) + F'(X0)*(X-X0)
F(-1) = - 4
F'(-1) = 4
Y = 4*X - ОТВЕТ