Prove that log(3) 2, log(6) 2 , log(12)2...

Prove that `log_(3) 2, log_(6) 2 , log_(12)2` are in H.P .

Prove that log(3) 2, log(6) 2 , log(12)2 are in H.P .
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Prove: (log(2)24)/(log(96)2)-(log(2)192)/(log(12)2)=3
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if a=log(12)m;b=log(18)m, prove that (a-2b)/(b-2a)=log(3)2
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Prove that (log(2)(24))/(log(96)2)-(log(2)(192))/(log(12)2)=3
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log(3)(2),log(6)(2) and log(12)(2) are in
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Prove that (log(4)2)(log(2)3)=(log(4)5)(log(5)3)
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(2log(6)3)/(log(2)6)+(log(6)2)^(2)+(1)/(log(3)^(2)6) is a
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Prove that (i) log(2)log(2)log(2)16=1
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Prove that log(2)log(2)log(sqrt(3))81=1
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