convert y= 51.74e^(-0.8x) into a logarithmic function.
y/51.74=e^(-0.8x) ln(y/51.74)=-0.8x x=(ln(y/51.74))/-0.8
i have seen these question before what exactly does it mean to turn an exponential function in to a logarithmic function?? it makes no sense whatsoever
it looks confusing, but it's correct. I'm taking a class on it.
if the question is "find the inverse function" then that makes sense
but you're not finding the inverse, you're finding the logarithmic.
that is like saying "turn this quadratic function in to a cubic function" or "turn this tangent function in to a rational function" nonsense
they teach nonsense in schools now.
you found the inverse function if that is what the question is, "find the inverse" then it makes sense otherwise not
that's actually another way of saying it... it just means to put a log or ln in the equation somehow.
no it is not another way of saying it, any more than "convert \(\sin(x)\) in to \(\sin^{-1}(x)\)" is the same as saying "find the inverse"
so is x=(in(y/51.74)/ -0.8 in log form or no?
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