Let and and (Here, the inverse trigonometric function assumes values in ). List IList II(A)The range of is(P)(B) The range of contains(Q)(C) The domain of contains(R)(D) The domain of is(S)(T)(U) Let be the function defined by and be the function defined by . [2018 Adv.]

Let and and (Here, the inverse trigonometric function a…

Maths Inverse Trigonometric Functions JEE (Advanced) / IIT - JEE Problems ( Previous Years ) Matrix Match Questions

Published on: August 13, 2026

Let and and

(Here, the inverse trigonometric function assumes values in ).

Let be the function defined by and be the function defined by . [2018 Adv.]

Correct Matrix Matching

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The correct answer is:

CHECK THE SOLUTION.

(R); (Q); (P); (P)

We have,

and

Now,

Also,

So,

∴ The domain of and are . and Range of is

Range of is or .

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