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(use-modules (srfi srfi-1) | |
(rnrs)) | |
(define (transform-at l i val) | |
(let-values (((left right) (split-at l i))) | |
(append left (cons val (cdr right))))) | |
(display (transform-at '(1 2 3) 1 5)) ;=> '(1 5 3) |
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;; Very clean, but is not tail recursive! | |
(define (dec->bin n) | |
(cond ((zero? n) '()) | |
(else (cons (remainder n 2) | |
(dec->bin (quotient n 2)))))) | |
;; Not so clean, but is tail recursive. | |
(define (dec->bin n) | |
(letrec ((recc (lambda (acc n) | |
(cond ((zero? n) acc) |
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