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Proof that LOG 96+ 5 LOG 2=LOG3 |
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Answer» hey dear, assuming that your question should ACTUALLY be Log 96= 5 log 2 + log 3... here's your proof... we know that LCM of 96 = 2^5 x 3 and USING log identity logb x + logb y = logb(xy) ... we have log 96 = log 2^5 + log 3 i,e.... log (2^5 x 3) = log 2^5 + log 3 (or) Log 96= 5 log 2 log 3... ∴ it has been proved that Log 96= 5 log 2+ log 3... |
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