Logx^2-logy^2=logxy logx/y
Prove this
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Answer:
log(mn)=logm + logn and log(m/n)=logm–logn
=>(log x)²+ (log y)² –{ (log x)² –(log y)²}
=>(log x)²+ (log y)² –(log x)²+ (log y)².
= 2.(log y)² Proved
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