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Native mode of trig functions?
10-11-2024, 05:29 PM
Post: #12
RE: Native mode of trig functions?
(10-11-2024 04:30 PM)Albert Chan Wrote:  We define "more accurate" in the statistical sense.

Can you elaborate in that?

My point is that you can't enter \(\frac{\pi}{5}\) into a calculator.
So we always start with an approximation.
But in case of \(36^{\circ}\) we can start with the exact value.

Interestingly I get the following result on an HP-41C:

RAD
PI
5
/
COS

0.8090169943

Which is not the correctly rounded result of \(\cos\left(\frac{\pi}{5}\right)\).
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Messages In This Thread
Native mode of trig functions? - naddy - 10-10-2024, 10:04 PM
RE: Native mode of trig functions? - Johnh - 10-10-2024, 11:00 PM
RE: Native mode of trig functions? - naddy - 10-10-2024, 11:37 PM
RE: Native mode of trig functions? - dm319 - 10-11-2024, 01:56 PM
RE: Native mode of trig functions? - dm319 - 10-15-2024, 07:21 PM
RE: Native mode of trig functions? - Thomas Klemm - 10-11-2024 05:29 PM



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