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log[4](16)(√128) help me how to solve this ...
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Hey. Are you aware that \(\log(ab ) = \log( a) + \log (b)\)?
nope i don't
Hmm, weird. What identities do you know related to logarithms?
like th quotient rule , power rule and the product rule?
Wait, that sounds more like derivatives. Haha
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okay i have no idea .. Pls help me
there are some important things... \[\log_{a} a = 1\]\[\log \ b ^{a} = a \log \ b\]\[\log\ a + \log \ b = \log (ab)\]\[\log \ a - \log \ b = \log \ \frac{ a }{ b }\]
for the third and forth ones the base should be equal
=108.9844999
now.. in ur problem to simplify it u can use the third one and write them separately as parthkoli done in the beginning
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