Find the derivative bf ysin x, with respect to x, rol ln si plll

1.	Find the derivative bf ysin x, with respect to x, rol ln si plll
Answer» Answer: Step one is to rewrite the function as a rational exponentf(x)=sin(x)^(1/2) Explanation: After you have your expression in that form, you can differentiate it using theChain Rule: In your case:u^(1/2)→(1/2)sin(x)^(−1/2)⋅d/dxsin(x) Then,1/2sin(x)^(-1/2)⋅cos(x)which is your answer

Answer»

Answer:

Step one is to rewrite the function as a rational exponentf(x)=sin(x)^(1/2)

Explanation:

After you have your expression in that form, you can differentiate it using theChain Rule:

In your case:u^(1/2)→(1/2)sin(x)^(−1/2)⋅d/dxsin(x)

Then,1/2sin(x)^(-1/2)⋅cos(x)which is your answer

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