Match List I with List II List I List II A. log 4 (log 3 81)= I. 0 B. 3 4 log 9 7 = 7 k then K = II. 3 C. 2 log 3 5 -5 log 3 2 = III. 1 D. log 2 [log 2 (256)]= IV. 2 Choose the correct answer from the options given below:

A – III; B – IV; C – I; D – II Explanation: A. Sabse pehle bracket ke andar ko solve karte hain: Isliye, . Ab is value ko main equation mein rakhte hain: Kyunki hota hai: Matching: A III B. then Base ko likhte hain: Log ki property ka use karke: Power rule ( ) se: Property ka use karke: Matching: B IV C. Logarithm ki exchange property hoti hai: . Is property ko pehle term ( ) par apply karte hain: Ab puri equation mein value rakhte hain: Matching: C I D. Sabse pehle sabse andar wala bracket solve karte hain: Ab bahar wala solve karte hain: Kyunki : Matching: D II Final Match Summary: A III (1) B IV (2) C I (0) D II (3)

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CUET PG 2022 — Mathematics PYQ

CUET PG | Mathematics | 2022

Match List I with List II

	List I		List II
A.	log₄(log₃81)=	I.	0
B.	3⁴ log₉⁷ = 7^kthen K =	II.	3
C.	2^log ₃⁵-5^log ₃²=	III.	1
D.	log₂[log₂(256)]=	IV.	2

Choose the correct answer from the options given below:

CUET PG 2022 — Mathematics PYQ

Choose the correct answer:

Explanation

A. $\log_4(\log_3 81)$

B. $3^{4 \log_9 7} = 7^k$ then $K = ?$

C. $2^{\log_3 5} - 5^{\log_3 2}$

D. $\log_2[\log_2(256)]$

Final Match Summary: