JEE Main · Quantitative Aptitude

JEE Main Differentiation Of A Function With Respect To Another Function Questions with Answers and Solutions

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JEE Main Differentiation Of A Function With Respect To Another Function practice

Topic-wise practice2 questions 5 min

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If $$x = \sqrt {{2^{\

\cos e

{c^{ - 1}}}}} $$ and

y = \sqrt {{2^{se{c^{ - 1}}t}}} \,\,\left( {\left| t \right| \ge 1} \right),

then

{{dy} \over {dx}}

is equal to :

Choose one answer to reveal the solution.

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JEE Main Differentiation Of A Function With Respect To Another Function practice FAQ

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JEE Main Differentiation Of A Function With Respect To Another Function practice

What visitors can use on this page

JEE Main Differentiation Of A Function With Respect To Another Function practice FAQ

Prepare together, not alone

JEE Main Differentiation Of A Function With Respect To Another Function practice

What visitors can use on this page

JEE Main Differentiation Of A Function With Respect To Another Function practice FAQ