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TD 1 Ocaml
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let rec h x y = | |
let rec h2 x y acc = | |
if x = y then acc | |
else if x < y then h2 (x - 1) (y - 2) (acc + x + y) | |
else h2 (x - 1) y (acc * y) | |
in | |
h2 x y 1 | |
let f1 = | |
let rec f1rec x = | |
if x <= 4 then ( | |
Printf.printf "%d" x; | |
f1rec (x + 2)) | |
in | |
f1rec 0 | |
let f2 = | |
let rec subf2 x y = | |
if x <= 4 then ( | |
Printf.printf "%d" (y - x); | |
subf2 (x + 2) (y - 1)) | |
in | |
subf2 0 10 | |
let f3 = | |
let rec subf3 x y = | |
if x <= 4 then ( | |
Printf.printf "%d\n" 100; | |
subf3 (x + 1) (y - x)) | |
in | |
subf3 0 5 | |
;; |
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