Problem 1. For each of the functions given check whether the hypotheses of the Mean Value Theorem hold. If the hypotheses hold find all c such that f'(c) = f(b; : :(a) f(w)=w2 3:B+2I=[0, 2] f(m)=(sin),I=[021r] f:r=() 33/3,I=[1,3] )= d.f(:r |:c|,I=[-1,1]