## Problem 1: Find values of function for values in list

Assume that a Racket function which computes some mathematical function $$f(n)$$ is available. Write a function which takes a list of values $n_0, n_1,$, and returns a list $$f(n_0), f(n_1), \cdots$$. For example:

    ;Function: Number -> Number
;returns square of given number
(define (f n)
(* n n))

(define (functionValues functionToUse valuesList)
...)

(check-expect (functionValues f (list 2 3 10 4)) (list 4 9 100 16))

NOTE: Make sure to set the language to Advanced Student before you start this exercise

## Problem 2: Apply functions

Apply the following functions to your implementation above:

$f(n)=n!$ $f(n)=\left\{ \begin{array}{cc} \textrm{undefined} & \textrm{if n\le 0 } \\ 1 & 1\le n \le 3 \\ f(n-1)+f(n-2)+f(n-3) & \textrm{otherwise} \end{array}\right.$