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If y ` = e^(log x ) , then ( dy)/(dx) `
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If y ` = e^(log x ) , then ( dy)/(dx) `
Find the derivative of the function y = e^x log x
If y ` = e^(log x ) , then ( dy)/(dx) `
If `y=e^(log_(e)x),' then '(dy)/(dx)=`
Find dy/dx , If y = e^t + cost and x = logt + sint
Quadratic Equations IIT Questions No 11 ( X Class)
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If y = e^sin-1 x, prove that (1-x^2)yn+2 - (2n+1)yn+1 - (m^2+n^2)yn=0. Hence find yn for x=0 || #24
Find the derivative of y = e^2lnx
If `y = log_(10) x ' then '(dy)/(dx)`= ?
If `y=e^(x) log (sin 2x),` find `(dy)/(dx)`.
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If ` y=log ((x^(2))/( e^(x))) ,then (d^(2)y)/(dx^(2))` =
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If `y=e^(x)tanx+x.log_(e)x,` then find `(dy)/(dx)`
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