Python3 square is a function that returns x*x and triple is a function that returns 3*x

Implement a function make_repeater so that make_repeater (f, n) (x) returns f(f(...f(x)., where f is applied n times. That is, make_repeater(f, n) returns another function that can then be applied to another argument. For example, make_repeater (square, 3) (42) evaluates to square(square(square (42))) Yes, it makes sense to apply the function zero times! See if you can figure out a reasonable function to return for that case. def make_repeater(f, n) Return the function that computes the nth application of f. >>> add three- make_repeater (increment, 3) >>>add_three(5) # >>> make-repeater(triple, 5) (1) 243 >>> make repeater ( square, 2 ) ( 5 ) 625 >>> make-repeater ( square , 4) (5) 152587890625 >>> make_repeater (square, 0) (5) 3 * 3 * 3 * 3 * 3 * 1 square ( square ( 5 ) ) square ( square (square (square (5)))) # # YOUR CODE GOES HERE #