Derivative of arcsin(x) - d/dx [ sin^-1(x) ] - Inverse Sine function

Автор: MasterWuMathematics

Загружено: 2021-03-31

Просмотров: 2119

Описание: In this video, we find the derivative of arcsin(x) by implicit differentiation. First we rearrange the Pythagorean Identity...

cos^2(y) + sin^2(y) = 1 to...

cos*(y) = sqrt(1 - sin^2(y))

We then define the function y = arcsin(x), which means sin(y) = x

#Calculus #Differentiation #Derivatives #Trigonometry

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Derivative of arcsin(x) - d/dx [ sin^-1(x) ] - Inverse Sine function

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