12. Find out the value of log, 16?
(A) 1/8
(B) 4
(C) 8
(D) 16
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Answer:
4 is the correct answer
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ANSWER
log
12
27=a
log12
log27
=a
⇒3log3=a[2log2+log3]
⇒3log3−alog3=2alog2
⇒log3=
3−a
2alog2
.......(1)
Now log
6
16=
log6
log16
⇒
log2+log3
4log2
..... (2)
⇒=
log2+
3−a
2alog2
4log2
[using (1)]
⇒
3+a
4(3−a)
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