Find the mode of log 2 ^ 8 , log 3 ^ 27 ,log 10 ^ 100 , log 5 ^ 5 , log 4 ^ 64
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Answer:
Given : logx−5log3=−2
Find : x=?
solution :
logx−5logm=−2
5log3−logx=2
log3−logx=2
Now use logx−logy=logyx
log10(x35)=2
x35=102
x243=100
x=100243
.x=2.43
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