Question: ( definec rl - fast ( xs :tl n :nat ) :tl XXX ) ;;; Q 1 0 ;;; ;;; State the property that rl

(definec rl-fast (xs :tl n :nat) :tl
XXX)
;;; Q10
;;;
;;; State the property that rl-fast is equivalent to erl.
;; Make sure you don't have any errors.
"Property 2"
(property (xs :tl n :nat)
XXX)
;;; Q11
;;;;
;;; Provide an explanation of why rl-fast is linear time by replacing the
;;; XXX in the string below with your answer.
(defconst "XXX")
;;; Q12
;;;;
;;; Define the function rr.
;; rr: TX x Nat ->> TL
;;;;
;;; (rr xs n) rotates the true list xs to the right n times.
;;;
;;; Your function should be a linear-time function.
( definec rl - fast ( xs :tl n :nat ) :tl XXX )

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