||DIFFERENTIATION||TRICKS|| FOR ||NDA||AIRFORCE(X)|application of derivatives #group_study_point||

Find the derivatives w.r.t x at the indicated points : log |x | at x=-2

Derivatives || Tangent || Classical definition OF differentiability & important points

Differentiability|Existence Of Derivative|Questions|Important Points|Questions|OMR

Find the derivatives w.r.t x at the indicated points : |x-1| + |x-3| at x=2

Find the derivatives w.r.t x at the indicated points : |cos x| at x=(3pi)/4

Find the derivatives w.r.t x at the indicated points : xtan^-1x at x=1

Find the derivative of (x+cos x)/(tan x) using rules of differentiation

The derivative of f(x)=3|2+x| at the point x_(0)=-3 is

Find the derivatives w.r.t x at the indicated points : sin(log x) at x = e

Statement I for f(x)={{:((1)/(2)-x",",xlt(1)/(2)),(((1)/(2)-x)^(2)",",xge(1)/(2)):} mean value theorem is applicable in the interval [0, 1] Statement II For application of mean value theorem, f(x) must be continuous in [0,1] and differentiable in (0, 1).