The composition of two functions f and g, denoted fo g, is the function defined as (fog)(r)-f(g(x)) (a) Write a Scheme function (comp f g) that returns the function fog. Once comp is defined you would see the following behavior: (define (double x) (* 2 x)) > (define (add-one x)(+ x 1)) > (define com (comp add one double)) com 3) > (comp double add one) 3) The composition of two functions f and g, denoted fo g, is the function defined as (fog)(r)-f(g(x)) (a) Write a Scheme function (comp f g) that returns the function fog. Once comp is defined you would see the following behavior: (define (double x) (* 2 x)) > (define (add-one x)(+ x 1)) > (define com (comp add one double)) com 3) > (comp double add one) 3)