What is the differentiation of \(sin x^2\) ?

Solution :

We have, y = \(sin x^2\)

Differentiating with respect to x by using chain rule,

\(dy\over dx\) = \(cos x^2\).(2x)

\(dy\over dx\) = 2x.\(cos x^2\)

Hence, the differentiation of \(sin x^2\) with respect to x is 2x.\(cos x^2\)


Questions for Practice

What is the differentiation of \(e^{sinx}\) ?

What is the differentiation of sin square x or \(sin^2x\) ?

What is the differentiation of 1/sinx ?

What is the differentiation of cosx sinx ?

What is the differentiation of log sin x ?

Leave a Comment

Your email address will not be published.