The mean value theorem applies to one of the following functions, but not the other. Explain why - and for the function that it does apply to, find a number (3 in the given interval satisfying the Mean Value Theorem: 1J3) Function 1: f(3:2) = SiIl('iT:E on the interval [1, 3] Function 2: f(:}3) : Sill('i1':1:3) on the interval [1,3]