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Which of the following expressions has the same derivative as y = log x?
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a) \[\log \frac{ 1 }{ x } \] b)\[3logx\] c) \[\log_{6} x\] d) \[\log 5x\] e)\[logx ^{2}\]
hint: properties of log come in handy here
use the quotient rule for first one use the product rule on d
is a log 1 - log x and is d log 5 + log x
in this case, it should be d then, because log5 is a constant, and the derivative of a constant is 0
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yep
ty, sorry bout that, both my algebra, and pre calc basics are a bit weak :(
in calculus is where we learn algebra for most of us
and trig
the calculus part is actually easy i think
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