2/3 log27+2 log2-log3-1/2 log16
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Answer:
log3
Step-by-step explanation:
2/3(log3^3)+2log2-log3-1/2log2^4
by use of (xlogx=logx^x)
log(3^3)^2/3+log2^2-log3-log(2^4)^1/2
log3^2+log2^2-log3-log(2^2)
use property (logx^x=xlogx)
2log3+2log2-log3-2log2
2log3-log3+2log2-2log2
log3
hope you understand this solution
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