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1. Which of the following is not equivalent to log 367 (1) log 2+log18 (3) log 30+ log 6 (2) 2log 6 (4) log 4- log 9

1. Which of the following is not equivalent to log 367 (1) log 2+log18 (3) log 30+ log 6 (2) 2log 6 (4) log 4- log 9

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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1. Which of the following is not equivalent to log 367 (1) log 2+log18 (3) log 30+ log 6 (2) 2log6 (4) log 4-log9 2. The log, 20 can be written as (1) 2 log, 2+log, 5 (3) log, 15+ log, 5 (2) 2log, 10 (4) 2log, 4 +3log, 4 3. Which of the following is equivalent to log (1) logx-log y (3) 3 log x--logy (2) 9 log (x-y) (4) log (3x)– log 4. The difference log, (3)-log.(12) is equal to (1) - (4) 4 5. If log 5= p and log 2=q then log 200 can be written in terms of p and (1) 4p+9 (3) 2(p+4) (2) 2p+3q (4) 3p+2g
Transcribed Image Text:1. Which of the following is not equivalent to log 367 (1) log 2+log18 (3) log 30+ log 6 (2) 2log6 (4) log 4-log9 2. The log, 20 can be written as (1) 2 log, 2+log, 5 (3) log, 15+ log, 5 (2) 2log, 10 (4) 2log, 4 +3log, 4 3. Which of the following is equivalent to log (1) logx-log y (3) 3 log x--logy (2) 9 log (x-y) (4) log (3x)– log 4. The difference log, (3)-log.(12) is equal to (1) - (4) 4 5. If log 5= p and log 2=q then log 200 can be written in terms of p and (1) 4p+9 (3) 2(p+4) (2) 2p+3q (4) 3p+2g
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