as with the previous problem, you want
f(0) to match up,
but f'(0) has a break.
how about a=0, b=0
or any linear function f(x) = kx where kβ 1
since f'(sinx) = 1 at x=0
For the following function, find the values of the constants π and π for which the function is continuous, but not differentiable.
π(π₯)={ππ₯+π,π₯>0 & sinπ₯,π₯β€0.
1 answer