sin(x²) then differentiation of y w.r.t. x²will be A) cos(x²) B)2xcosx C) sin(x²) D) 2xsinx
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Answer:
hope this will help you
Explanation:
Let f(x)=sin(x
2
+5)
Thus using chain rule,
f
′
(x)=
dx
d
(sin(x
2
+5))⋅
dx
d
(x
2
+5)
=cos(x
2
+5)⋅2x=2xcos(x
2
+5)
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