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solutions to exercises in Structure and Interpretation of Computer Programs
Home Page: http://mitpress.mit.edu/sicp/
This project forked from michiakig/sicp
solutions to exercises in Structure and Interpretation of Computer Programs
Home Page: http://mitpress.mit.edu/sicp/
Exercise 1.01 what is printed in response to each expression? Exercise 1.02 translate the following expression into prefix form Exercise 1.03 sum of the squares of the two larger numbers out of three Exercise 1.04 describe the behavior of the following procedure: Exercise 1.05 applicative-order evaluation or normal-order evaluation Exercise 1.06 Exercise 1.07 Exercise 1.08 Newton's method for cube roots Exercise 1.09 illustrate iterative and recursive procedures Exercise 1.10 Ackermann Exercise 1.11 Exercise 1.12 Pascal's triangle Exercise 1.15 Exercise 1.16 Exercise 1.17 Exercise 1.18 Exercise 1.19 Exercise 1.20 Exercise 1.21 Exercise 1.22 Exercise 1.23 Exercise 1.24 Exercise 1.25 Exercise 1.26 Exercise 1.27 Exercise 1.29 Exercise 1.30 Exercise 1.31 Exercise 1.32 Exercise 1.33 Exercise 1.34 Exercise 1.35 Exercise 1.36 Exercise 1.37 basic continued fraction function for Exercise 1.38 approximation of e from Euler's De Fractionibus Exercise 1.39 approximation of tangent by J H Lambert, 1770 Exercise 1.40 Exercise 1.41 Exercise 1.42 Exercise 2.17 Exercise 2.18 and 2.27 Exercise 2.20 Exercise 2.21 Exercise 2.22 Exercise 2.23 Exercise 2.28 Exercise 2.29 Exercise 2.30 and 2.31 Exercise 2.32 Exercise 2.33, 2.34, 2.35, 2.36, 2.37 Exercise 2.39 Exercise 2.42 Exercise 2.44. Exercise 2.45. Exercise 2.46. Exercise 2.47. Exercise 2.48. Exercise 2.49. Exercise 2.50 Exercise 2.53 Exercise 2.54 Exercise 2.55 Exercise 2.56. Exercise 2.57 Exercise 2.59 Exercise 2.60. Exercise 2.61 Exercise 2.61 Exercise 2.63, 2.64 Exercise 2.64 refers to the following procedures, defined in the text: Exercise 2.65 Exercise 2.67 Exercise 2.68 Exercise 2.73 Exercise 2.75 Exercise 2.01 Exercise 2.02 Exercise 2.04 cons, car, and cdr as closures Exercise 2.05 pairs of non-negative integers represented as (2^a)(3^b) Exercise 2.06 Church numerals Exercise 2.07 Exercise 2.8 Exercise 2.9 Exercise 2.10 Exercise 2.11 Exercise 2.12 Exercise 2.13 Exercise 2.14 Exercise 3.1 Exercise 3.2 Exercise 3.3 Exercise 3.4 Exercise 3.6 Exercise 3.14 Exercise 3.17 Exercise 3.18 Exercise 3.19 Exercise 3.21 Exercise 3.22 Exercise 3.24 Exercise 3.25 n-dimensional tables Exercise 3.28 Exercise 3.29 Exercise 4.55 Exercise 4.56 Exercise 4.57 Exercise 4.58 Exercise 4.60 Exercise 4.61 Exercise 4.62 Exercise 4.63 Exercise 4.1 Exercise 4.2 Exercise 4.3 Exercise 4.4 Exercise 4.5 Exercise 4.6 Exercise 4.7 Exercise 4.8 Exercise 4.9 Exercise 4.11 Exercise 4.12 Exercise 4.13 Exercise 4.14 Exercise 4.15 An old friend. Exercise 4.16 Exercise 4.20 Exercise 4.21 Exercise 4.22 Exercise 4.25 Exercise 4.26 Exercise 4.27 Exercise 4.35 Exercise 4.38 Exercise 5.2 Exercise 5.3 Exercise 5.4 Exercise 5.7 Exercise 5.6 Exercise 4.8 Exercise 5.12 Exercise 5.13 Exercise 5.14 Exercise 5.15 instruction counting Exercise 5.16 instruction tracing Exercise 5.17 print labels along with instruction tracing Exercise 5.18 register tracing Exercise 5.19 adding breakpoints Exercise 5.20 Exercise 5.21 Exercise 5.23 add cond by expanding into an if Exercise 5.24 add cond manually Exercise 5.33 Exercise 5.34 Exercise 5.35 what expression was compiled to produce ... ? Exercise 5.36 order of evaluation of procedure arguments
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