Question #47035

Find the dy/dx, ify=sin5x

cos5x
5sin4x
5cos5x
5sin5x

Expert's answer

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Answer on Question #47035 – Math – Differential Calculus | Equations

Find the dy/dx, ify=sin5x

cos5x

5sin4x

5cos5x

5sin5x

Solution:

We have if


y=sin(αx)y = \sin(\alpha * x)


then


dydx=αcos(αx).\frac{dy}{dx} = \alpha * \cos(\alpha * x).


Hence


dydx=5cos(5x)\frac{dy}{dx} = 5 * \cos(5 * x)


for


y=sin(5x).y = \sin(5 * x).


Answer: dydx=5cos5x\frac{dy}{dx} = 5\cos5x

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