If log\(_{10}\) 2 = m and log\(_{10}\) 3 = n, find log\(_{10}\) 24 in terms of m and n.

a

3m + n

b

m + 3n

c

4mn

d

3mn

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Correct Option
a

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Discussions (7)

stevmat
2 years ago

log(XY)=log x+log y
law of log.
log24= log(8×3)
=log 8+log 3
=3log2+log3
=3m+n

Florachukwu
3 years ago

i think its 3mn because
if 3log2 × log3 is 3m×n
then its 3mn
someone please explain it properly for me if I'm wrong

agboola918
1 year ago

Error

infactidontcare
4 years ago

its 4m+n because 2*2*2*2*3=24
therefore m+m+m+m+n=4m+n

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