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1 | 1 | package gfx
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2 | 2 |
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3 | 3 | func ExampleCmplxSin() {
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4 |
| - Dump( |
| 4 | + Log("%f %f %f", |
5 | 5 | CmplxSin(complex(1, 2)),
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6 | 6 | CmplxSin(complex(2, 3)),
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7 | 7 | CmplxSin(complex(4, 5)),
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8 | 8 | )
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9 | 9 |
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10 | 10 | // Output:
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11 |
| - // (3.165778513216168+1.9596010414216063i) |
12 |
| - // (9.154499146911428-4.168906959966565i) |
13 |
| - // (-56.16227422023235-48.50245524177091i) |
| 11 | + // (3.165779+1.959601i) (9.154499-4.168907i) (-56.162274-48.502455i) |
14 | 12 | }
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15 | 13 |
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16 | 14 | func ExampleCmplxSinh() {
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17 |
| - Dump( |
| 15 | + Log("%f %f %f", |
18 | 16 | CmplxSinh(complex(1, 2)),
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19 | 17 | CmplxSinh(complex(2, 3)),
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20 | 18 | CmplxSinh(complex(4, 5)),
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21 | 19 | )
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22 | 20 |
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23 | 21 | // Output:
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24 |
| - // (-0.4890562590412937+1.4031192506220405i) |
25 |
| - // (-3.59056458998578+0.5309210862485197i) |
26 |
| - // (7.741117553247741-26.18652736460921i) |
| 22 | + // (-0.489056+1.403119i) (-3.590565+0.530921i) (7.741118-26.186527i) |
27 | 23 | }
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28 | 24 |
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29 | 25 | func ExampleCmplxCos() {
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30 |
| - Dump( |
| 26 | + Log("%f %f %f", |
31 | 27 | CmplxCos(complex(1, 2)),
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32 | 28 | CmplxCos(complex(2, 3)),
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33 | 29 | CmplxCos(complex(4, 5)),
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34 | 30 | )
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35 | 31 |
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36 | 32 | // Output:
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37 |
| - // (2.0327230070196656-3.0518977991518i) |
38 |
| - // (-4.189625690968807-9.109227893755337i) |
39 |
| - // (-48.506859457844584+56.15717492513018i) |
| 33 | + // (2.032723-3.051898i) (-4.189626-9.109228i) (-48.506859+56.157175i) |
40 | 34 | }
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41 | 35 |
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42 | 36 | func ExampleCmplxCosh() {
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43 |
| - Dump( |
| 37 | + Log("%f %f %f", |
44 | 38 | CmplxCosh(complex(1, 2)),
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45 | 39 | CmplxCosh(complex(2, 3)),
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46 | 40 | CmplxCosh(complex(4, 5)),
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47 | 41 | )
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48 | 42 |
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49 | 43 | // Output:
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50 |
| - // (-0.64214812471552+1.068607421382778i) |
51 |
| - // (-3.7245455049153224+0.5118225699873846i) |
52 |
| - // (7.746313007403075-26.168964053872834i) |
| 44 | + // (-0.642148+1.068607i) (-3.724546+0.511823i) (7.746313-26.168964i) |
53 | 45 | }
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54 | 46 |
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55 | 47 | func ExampleCmplxTan() {
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56 |
| - Dump( |
| 48 | + Log("%f %f %f", |
57 | 49 | CmplxTan(complex(1, 2)),
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58 | 50 | CmplxTan(complex(2, 3)),
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59 | 51 | CmplxTan(complex(4, 5)),
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60 | 52 | )
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61 | 53 |
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62 | 54 | // Output:
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63 |
| - // (0.033812826079896684+1.0147936161466335i) |
64 |
| - // (-0.0037640256415042484+1.0032386273536098i) |
65 |
| - // (8.983477646971559e-05+1.0000132074347845i) |
| 55 | + // (0.033813+1.014794i) (-0.003764+1.003239i) (0.000090+1.000013i) |
66 | 56 | }
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67 | 57 |
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68 | 58 | func ExampleCmplxTanh() {
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69 |
| - Dump( |
| 59 | + Log("%f %f %f", |
70 | 60 | CmplxTanh(complex(1, 2)),
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71 | 61 | CmplxTanh(complex(2, 3)),
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72 | 62 | CmplxTanh(complex(4, 5)),
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73 | 63 | )
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74 | 64 |
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75 | 65 | // Output:
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76 |
| - // (1.16673625724092-0.24345820118572523i) |
77 |
| - // (0.965385879022133-0.009884375038322494i) |
78 |
| - // (1.0005630461157933-0.00036520305451130414i) |
| 66 | + // (1.166736-0.243458i) (0.965386-0.009884i) (1.000563-0.000365i) |
79 | 67 | }
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80 | 68 |
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81 | 69 | func ExampleCmplxPow() {
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82 |
| - Dump( |
| 70 | + Log("%f %f", |
83 | 71 | CmplxPow(complex(1, 2), complex(2, 3)),
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84 | 72 | CmplxPow(complex(4, 5), complex(5, 6)),
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85 | 73 | )
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86 | 74 |
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87 | 75 | // Output:
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88 |
| - // (-0.015132672422722659-0.179867483913335i) |
89 |
| - // (-49.59108992764897+4.323851372977011i) |
| 76 | + // (-0.015133-0.179867i) (-49.591090+4.323851i) |
90 | 77 | }
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91 | 78 |
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92 | 79 | func ExampleCmplxSqrt() {
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93 |
| - Dump( |
| 80 | + Log("%f %f %f", |
94 | 81 | CmplxSqrt(complex(1, 2)),
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95 | 82 | CmplxSqrt(complex(2, 3)),
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96 | 83 | CmplxSqrt(complex(4, 5)),
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97 | 84 | )
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98 | 85 |
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99 | 86 | // Output:
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100 |
| - // (1.272019649514069+0.7861513777574233i) |
101 |
| - // (1.6741492280355401+0.8959774761298381i) |
102 |
| - // (2.280693341665298+1.096157889501519i) |
| 87 | + // (1.272020+0.786151i) (1.674149+0.895977i) (2.280693+1.096158i) |
103 | 88 | }
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104 | 89 |
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105 | 90 | func ExampleCmplxPhase() {
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106 |
| - Dump( |
| 91 | + Log("%f %f %f", |
107 | 92 | CmplxPhase(complex(1, 2)),
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108 | 93 | CmplxPhase(complex(2, 3)),
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109 | 94 | CmplxPhase(complex(4, 5)),
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110 | 95 | )
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111 | 96 |
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112 | 97 | // Output:
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113 |
| - // 1.1071487177940904 |
114 |
| - // 0.982793723247329 |
115 |
| - // 0.8960553845713439 |
| 98 | + // 1.107149 0.982794 0.896055 |
116 | 99 | }
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