4.1 Exercise 4.1

4.1	Exercise 4.1
4.2	Exercise 4.2
4.3	Exercise 4.3
4.4	Exercise 4.4
4.5	Exercise 4.5
4.6	Exercise 4.6
4.7	Exercise 4.7
4.8	Exercise 4.8
4.9	Exercise 4.9
4.10	Exercise 4.10
4.11	Exercise 4.11
4.12	Exercise 4.12
4.13	Exercise 4.13
4.14	Exercise 4.14
4.15	Exercise 4.15
4.16	Exercise 4.16
4.17	Exercise 4.17
4.18	Exercise 4.18
4.19	Exercise 4.19
4.20	Exercise 4.20
4.21	Exercise 4.21
4.22	Exercise 4.22
4.23	Exercise 4.23
4.24	Exercise 4.24
4.25	Exercise 4.25
4.26	Exercise 4.26
4.27	Exercise 4.27
4.28	Exercise 4.28
4.29	Exercise 4.29
4.30	Exercise 4.30
4.31	Exercise 4.31
4.32	Exercise 4.32
4.33	Exercise 4.33
4.34	Exercise 4.34
4.35	Exercise 4.35
4.36	Exercise 4.36
4.37	Exercise 4.37
4.38	Exercise 4.38
4.39	Exercise 4.39
4.40	Exercise 4.40
4.41	Exercise 4.41
4.42	Exercise 4.42
4.43	Exercise 4.43
4.44	Exercise 4.44
4.45	Exercise 4.45
4.46	Exercise 4.46
4.47	Exercise 4.47
4.48	Exercise 4.48
4.49	Exercise 4.49
4.50	Exercise 4.50
4.51	Exercise 4.51
4.52	Exercise 4.52
4.53	Exercise 4.53
4.54	Exercise 4.54
4.55	Exercise 4.55
4.56	Exercise 4.56
4.57	Exercise 4.57
4.58	Exercise 4.58
4.59	Exercise 4.59
4.60	Exercise 4.60
4.61	Exercise 4.61
4.62	Exercise 4.62
4.63	Exercise 4.63
4.64	Exercise 4.64
4.65	Exercise 4.65
4.66	Exercise 4.66
4.67	Exercise 4.67
4.68	Exercise 4.68
4.69	Exercise 4.69
4.70	Exercise 4.70
4.71	Exercise 4.71

← prev up next →

4.1 Exercise 4.1

We can use the fact that let* computes its results in left-to-right order to force the order of evaluation:

(define (list-of-values-ltr exp env)
  (if (no-operands? exps)
      '()
      (let* ((first (eval (first-operand exps) env))
             (rest (list-of-values (rest-operands exps) env)))
        (cons first rest))))
(define (list-of-values-rtl exp env)
  (if (no-operands? exps)
      '()
      (let* ((rest (list-of-values (rest-operands exps) env))
             (first (eval (first-operand exps) env)))
        (cons first rest))))

← prev up next →

1	Chapter 1
2	Chapter 2
3	Chapter 3
4	Chapter 4
5	Chapter 5