Trigonometric reduction formulas
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03-24-2020, 07:13 PM
Post: #7
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RE: Trigonometric reduction formulas
tan(pi/2-b) is well defined, but if you apply the formula that texpands apply, it will involve tan(pi/2) and that's infinity...
Of course it's possible to add a special check for pi/2-b, but that's not so easy if you want to handle all multiples of pi/2, like tan(3*pi/2-b) and of course also tan(b+pi/2), etc. Unfortunately, I do not have infinite time ressources, I must make choices... |
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Messages In This Thread |
Trigonometric reduction formulas - Jan 11 - 03-21-2020, 02:45 PM
RE: Trigonometric reduction formulas - parisse - 03-22-2020, 01:48 PM
RE: Trigonometric reduction formulas - Jan 11 - 03-23-2020, 04:53 AM
RE: Trigonometric reduction formulas - Nigel (UK) - 03-23-2020, 03:46 PM
RE: Trigonometric reduction formulas - parisse - 03-23-2020, 03:47 PM
RE: Trigonometric reduction formulas - Nigel (UK) - 03-24-2020, 04:30 PM
RE: Trigonometric reduction formulas - parisse - 03-24-2020 07:13 PM
RE: Trigonometric reduction formulas - parisse - 03-25-2020, 07:39 AM
RE: Trigonometric reduction formulas - CyberAngel - 03-25-2020, 04:03 PM
RE: Trigonometric reduction formulas - Jan 11 - 03-25-2020, 08:07 AM
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