Y=sin(x2+5) find dy/dx
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Answer:
dydx=2xcos(x2)
Explanation:
y=sin(x2)
Applying the chain rule:
dydx=cos(x2)⋅ddx(x2)
=cos(x2)⋅2x [Power rule]
=2xcos(x2)
dydx=2xcos(x2)
Explanation:
y=sin(x2)
Applying the chain rule:
dydx=cos(x2)⋅ddx(x2)
=cos(x2)⋅2x [Power rule]
=2xcos(x2)
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