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Arc SOHCAHTOA method
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04-06-2022, 08:46 PM
Post: #8
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RE: SOHCAHTOA, for arc-trig
I need to simplify sum of atan()'s today.
Amazingly, simplified result is *very* compact, without even square roots ! See if you can simplify S. Good luck ! S = ( -32*atan(-1 + sqrt(6)) +32*atan(-3 + sqrt(6)) -6*atan(-1 + sqrt(6)/2) +6*atan(sqrt(6)/2) -6*atan( 1/2+ sqrt(5)/2) +6*atan(-1/2+ sqrt(5)/2) ) |
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| Messages In This Thread |
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Arc SOHCAHTOA method - Albert Chan - 03-31-2022, 09:50 PM
RE: soh-cah-toa, for arc-trig function - Albert Chan - 03-31-2022, 11:07 PM
RE: SOHCAHTOA, for arc-trig - Albert Chan - 04-01-2022, 05:49 PM
RE: SOHCAHTOA, for arc-trig - toml_12953 - 04-01-2022, 02:56 AM
RE: SOHCAHTOA, for arc-trig - Albert Chan - 04-02-2022, 12:10 AM
RE: SOHCAHTOA, for arc-trig - Albert Chan - 04-02-2022, 09:59 AM
RE: SOHCAHTOA, for arc-trig - Albert Chan - 04-02-2022, 01:51 AM
RE: SOHCAHTOA, for arc-trig - Albert Chan - 04-06-2022 08:46 PM
RE: SOHCAHTOA, for arc-trig - trojdor - 04-07-2022, 08:10 AM
RE: SOHCAHTOA, for arc-trig - Albert Chan - 04-09-2022, 01:07 PM
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