Half-precision Γ(x+1) [HP-12C]
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04-27-2020, 05:12 PM
(This post was last modified: 04-27-2020 09:15 PM by Gerson W. Barbosa.)
Post: #7
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RE: 4/5th-precision Γ(x+1) [HP-41C]
41 steps on my HP-41C (but you can always make it shorter).
01 LBL "GXP1" 02 ENTER 03 ENTER 04 336 05 * 06 224 07 + 08 X<>Y 09 * 10 99 11 ST+ Y 12 X<> L 13 ENTER 14 ENTER 15 56 16 * 17 42 18 + 19 X<>Y 20 * 21 18 22 ST+ Y 23 X<> L 24 X<> Z 25 / 26 X<>Y 27 + 28 ST+ X 29 LASTX 30 RCL X 31 -1 32 E^X 33 * 34 X<>Y 35 Y^X 36 X<>Y 37 PI 38 * 39 SQRT 40 * 41 END .5-> 0.8862(859731) 1 -> 1.00000(8281) 2 -> 2.00000(1930) 3 -> 6.000000(983) 4 -> 24.000000(68) 5 -> 120.0000000 6 -> 719.9999952 (720) 7 -> 5039.999965 (5040) 8 -> 40319.99985 (40320) 9 -> 362879.9989 (362880) 10-> 3628799.990 (3628800) 11-> 39916799.89 (39916800) 12-> 479001598.8 (479001600) 13-> 6227020801 (6227020800) 14-> 871782912(1)E10 15-> 1.307674368E12 20-> 2.4329020(11)E18 50-> 3.0414093(32)E64 60-> 8.3209871(07)E81 69-> 1.71122452(1)E98 69.95 -> 9.68284767(8)E99 P.S.: 37 steps 01 LBL "GXP1" 02 ENTER 03 ENTER 04 + 05 RCL X 06 1.5 07 + 08 6 09 X<>Y 10 / 11 CHS 12 7 13 + 14 6 15 X<>Y 16 / 17 + 18 1/X 19 CHS 20 6 21 + 22 1/X 23 + 24 ST+ X 25 X<>Y 26 R^ 27 -1 28 E^X 29 * 30 X<>Y 31 Y^X 32 X<>Y 33 PI 34 * 35 SQRT 36 * 37 END |
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Messages In This Thread |
Half-precision Γ(x+1) [HP-12C] - Gerson W. Barbosa - 02-16-2020, 12:30 AM
RE: Half-precision Γ(x+1) [HP-12C] - Albert Chan - 02-16-2020, 05:47 PM
RE: Half-precision Γ(x+1) [HP-12C] - Gerson W. Barbosa - 02-16-2020, 07:39 PM
RE: Half-precision Γ(x+1) [HP-12C] - Gerson W. Barbosa - 04-23-2020, 10:59 AM
RE: Half-precision Γ(x+1) [HP-12C] - Albert Chan - 09-12-2020, 01:15 AM
RE: Half-precision Γ(x+1) [HP-12C] - Gerson W. Barbosa - 02-17-2020, 05:43 AM
RE: Half-precision Γ(x+1) [HP-12C] - Gamo - 02-20-2020, 08:25 AM
RE: 4/5th-precision Γ(x+1) [HP-41C] - Gerson W. Barbosa - 04-27-2020 05:12 PM
RE: Half-precision Γ(x+1) [HP-12C] - Gerson W. Barbosa - 09-12-2020, 01:14 PM
RE: Half-precision Γ(x+1) [HP-12C] - Albert Chan - 09-13-2020, 10:29 PM
RE: Half-precision Γ(x+1) [HP-12C] - Gerson W. Barbosa - 09-15-2020, 04:30 AM
RE: Half-precision Γ(x+1) [HP-12C] - bshoring - 09-16-2020, 08:02 PM
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