Let f(x) find Lf'(0) and Rf'(0)
Let find a so that f may be derivable at x =1.
If f is derivable at x=a, evaluate .
For the function : Prove that f(1) = 100 f'(0)
Let y = x-4 (3 - 4x-5) y = 3 x-4 -4x-9 Differentiating both sides w.r.t. x, we get