Trig algorithms on HP RPN?
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12-01-2024, 07:47 PM
Post: #8
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RE: Trig algorithms on HP RPN?
Your program illustrates my point very nicely: Run program B in DEG mode to use program A to calculate \(\tan(x)\) in degrees.
But then we end up with constants like these: 45.00000000 5.710593137 0.572938698 0.057295760 0.005729578 0.000572958 … And ROM was a scarce resource. (12-01-2024 05:17 PM)Gerson W. Barbosa Wrote: I cannot find a reference to the original TI program this one is based upon. Initially I considered the HP-15C for this article: Exploring the CORDIC algorithm with the WP-34S But I'm not sure if that would have worked as well because you can't store complex numbers in registers. And the WP-34C provides INC and decimal shift which turned out to be useful. But you can still follow the example on the HP-15C manually: 1 ENTER 0.1 I ENTER ENTER 3 ENTER 4 I 3.000000000 × 2.600000000 × 2.170000000 × 1.714000000 × 1.236300000 × 0.741460000 × 0.234257000 × -0.280360600 |
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Messages In This Thread |
Trig algorithms on HP RPN? - MinkLib - 11-30-2024, 01:39 PM
RE: Trig algorithms on HP RPN? - Idnarn - 11-30-2024, 02:09 PM
RE: Trig algorithms on HP RPN? - naddy - 11-30-2024, 03:15 PM
RE: Trig algorithms on HP RPN? - Thomas Klemm - 11-30-2024, 03:49 PM
RE: Trig algorithms on HP RPN? - Gerson W. Barbosa - 12-01-2024, 05:17 PM
RE: Trig algorithms on HP RPN? - Albert Chan - 12-01-2024, 07:27 PM
RE: Trig algorithms on HP RPN? - Albert Chan - 12-01-2024, 07:30 PM
RE: Trig algorithms on HP RPN? - Gerson W. Barbosa - 12-02-2024, 08:59 PM
RE: Trig algorithms on HP RPN? - Thomas Klemm - 12-01-2024 07:47 PM
RE: Trig algorithms on HP RPN? - Thomas Klemm - 12-01-2024, 08:13 PM
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