On an earlier slide page we have seen how to generate curried functions with 2 and 3 parameters - curry2 and curry3. We have also seen how to generate uncurried functions from curried functions - uncurry2 and uncurry3.
Now generalize curry2 and curry3:
(define (curry f n) ...)
where f is a function with n parameters.
Similary, generalize uncurry2 and uncurry3:
(define (uncurry cf n) ...)
where cf is a curried function with n levels.
Test your functions appropriately, and be sure that (uncurry (curry f n) n) is equivalent with f (where f is a function of n parameters).