Which graphs have a value "c" such that f '(c) does not exist? (Select all that apply.)Which graph has a value "c" between the endpoints such that f'(c)=0? (Select all that apply.)When can we use MVT? Choose the graph below for which the Mean Value Theorem can be applied and explain why you chose that graph.Applying the MVT Let g(x) = x - 4 x - 3 Can we use MVT on the interval |0,5 ? Explain your reasoning Yes we can use MVT on the interval because g (x ) is both differentiable and continuous No we cannot use MVT on the interval because g(x ) is not continuous at x = 3, which is on the interval No we cannot use MVT on the interval because g (x ) is not differentiable at x = 4, which is on the intervalApplying the MVT Let g(x) = x - 4 x- 3 Can we use MVT on the interval [ 4,6 ] ? If so, find the value of c guaranteed by MVT. If not, explain why