Match List – I with List – II List - I List - II (A) $$\int ^{\pi/2}_0\frac{{\sin }^4x}{{\sin }^4x+{\cos }^4x}dx$$(I) 0(B) $$\int ^{\pi/3}_{\pi/6}\frac{1}{1+\sqrt[]{\tan x}}dx$$(II) 0(C) $$\int ^1_0x{e}^xdx$$(III) $\frac{\pi}{12}$(D) $$\int ^1_{-1}{x}^{109}{\cos }^{88}xdx$$(IV) $\fr…

(A – IV); (B – III); (C – II); (D – I)

(A – IV); (B – III); (C – I); (D – II)

(A – IV); (B – III); (C – II); (D – I)

(A – III); (B – IV); (C – II); (D – I)

(A – III); (B – IV); (C – I); (D – II)

Match List – I with List – II List - I List - II (A) ∫ ^π/2_0\frac\sin ^4x...

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Question Id : 11703 | Context : CUET 2024

Match List – I with List – II

List - I	List - II
(A) $$\int ^{\pi/2}_0\frac{{\sin }^4x}{{\sin }^4x+{\cos }^4x}dx$$	(I) 0
(B) $$\int ^{\pi/3}_{\pi/6}\frac{1}{1+\sqrt[]{\tan x}}dx$$	(II) 0
(C) $$\int ^1_0x{e}^xdx$$	(III) $\frac{\pi}{12}$
(D) $$\int ^1_{-1}{x}^{109}{\cos }^{88}xdx$$	(IV) $\frac{\pi}{4}$

Choose the correct answer from the options given below:

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