integral competition HP50g vs. DM42
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08-24-2020, 08:03 PM
Post: #24
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RE: integral competition HP50g vs. DM42
Hi !
here is an HP41 version that employs an ascending series for small x and a complex continued fraction otherwise: 01 LBL "CSX" 02 STO 01 03 ABS 04 PI 05 SQRT 06 X>Y? 07 GTO 04 08 DEG 09 * 10 24 11 STO 02 12 CLX 13 2 14 / 15 STO 03 16 ENTER 17 LBL 01 18 X<>Y 19 CHS 20 STO Z 21 X^2 22 RCL Y 23 X^2 24 + 25 DSE 02 26 X<0? 27 GTO 02 28 RCL 02 29 X<>Y 30 ST+ X 31 / 32 ST* Z 33 * 34 RCL 03 35 ST+ Z 36 + 37 GTO 01 38 LBL 02 39 PI 40 SQRT 41 * 42 ST/ Z 43 / 44 R-P 45 RCL 01 46 X^2 47 90 48 * 49 R^ 50 - 51 X<>Y 52 CHS 53 P-R 54 1 55 + 56 STO Z 57 X<>Y 58 ST+ Z 59 - 60 2 61 ST/ Z 62 / 63 GTO 05 64 LBL 03 65 X<> 00 66 PI 67 2 68 ST+ 02 69 / 70 RCL 01 71 X^2 72 * 73 X^2 74 * 75 RCL 02 76 ENTER 77 DSE X 78 * 79 / 80 CHS 81 STO 00 82 RCL 02 83 ST+ X 84 ISG X 85 CLX 86 / 87 X<>Y 88 ST+ Y 89 X#Y? 90 GTO 03 91 RTN 92 LBL 04 93 CLX 94 STO 02 95 X<>Y 96 STO 00 97 ENTER 98 XEQ 03 99 STO 03 100 1 101 STO 02 102 RCL 01 103 ABS 104 3 105 Y^X 106 PI 107 * 108 2 109 / 110 STO 00 111 3 112 / 113 ENTER 114 XEQ 03 115 RCL 03 116 LBL 05 117 RCL 01 118 SIGN 119 ST* Y 120 ST* Z 121 RDN 122 END Example: 1.2 XEQ "CSX" >>>> C(x) = 0.715437723 X<>Y S(x) = 0.623400918 3.9 R/S >>>> C(x) = 0.422332710 X<>Y S(x) = 0.475202402 Best regards. |
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