Getting a 35S/33S to behave
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04-24-2014, 07:30 PM
Post: #4
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RE: Getting a 35S/33S to behave
(04-24-2014 06:02 PM)Matt Agajanian Wrote: Although trig operations near 90 degrees are a dud, is there a means to normalise a near 90 value so that a trig function can return an accurate result?Use \(\sin(x)=\cos(90-x)\) and \(\tan(x)=\frac{1}{\tan(90-x)}\). Quote:Would converting the angle from degrees to radians/grads and calculating the trig function in radians/grads help?Probably not. Replace \(90\) by \(\frac{\pi}{2}\) in the formulas above when using radians mode. Cheers Thomas |
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Messages In This Thread |
Getting a 35S/33S to behave - Matt Agajanian - 04-24-2014, 06:02 PM
RE: Getting a 35S/33S to behave - r. pienne - 04-24-2014, 06:08 PM
RE: Getting a 35S/33S to behave - Matt Agajanian - 04-24-2014, 06:15 PM
RE: Getting a 35S/33S to behave - Thomas Klemm - 04-24-2014 07:30 PM
RE: Getting a 35S/33S to behave - Matt Agajanian - 04-24-2014, 07:32 PM
RE: Getting a 35S/33S to behave - Matt Agajanian - 04-24-2014, 10:05 PM
RE: Getting a 35S/33S to behave - Thomas Klemm - 04-25-2014, 12:54 AM
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