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differentiate: a^4y=(x^2+a^2)^3/2
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diff w.r.t y, a or x ?
differentiate y
ok,assuming diff y w.r.t x first step is to take log on both sides.
how ?
\[4y*\log a=\frac{3}{2}\log(x^2+a^2)\]
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why is it log?
is the question,why is it not ln ? or why did i take log altogether?
the second one .. ahm, is the log part of differential ?
actually for the 1st part,it should be ln and not log,to indicate logarithm to base e i wanted to isolate y,thats y i took log on both sides,as u can see now,u can write y=........... also ln is the part of differentiation \[\frac{d}{dx}\ln f(x)=\frac{1}{f(x)}\frac{d}{dx}f(x)\]
then?
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i don't know .. tsk . . dumb!
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