Give atleast 5 most toughest question of differentiation ?

1.	Give atleast 5 most toughest question of differentiation ?
Answer» welcome to the CONCEPT of differentiation. questions of differentiation. 1) $y = x {}^{x}$ find DY/ dx 2) if y = sec( tan inverse X) then find dy/dx at X= 1 . 3)if y = tan inverse[ 2^x/(1+ 2^2x+1)] then find dy/dx at X= 0 4) if y= COS inverse( cos X) then y' (X) is equal to? 5) $x = \sin(t) \cos(2t)$ and $y = \cos(t) \sin(2t)$ then t= π/4 find the value of dy/dx ? 6) $x {}^{y} = e {}^{x - y}$ find dy/dx...

Answer»

welcome to the CONCEPT of differentiation.

questions of differentiation.

$y = x {}^{x}$

find DY/ dx

if y = sec( tan inverse X) then find dy/dx at X= 1 .

3)if y = tan inverse[ 2^x/(1+ 2^2x+1)]

then find dy/dx at X= 0

4) if y= COS inverse( cos X) then

y' (X) is equal to?

$x = \sin(t) \cos(2t)$

and

$y = \cos(t) \sin(2t)$

then t= π/4 find the value of dy/dx ?

$x {}^{y} = e {}^{x - y}$

find dy/dx...

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