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bug in arccotangent function
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10-20-2022, 07:22 PM
Post: #4
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RE: bug in arccotangent function
I'm a physicist, not a mathematician, I have a very practical look at this problem :-)
cot(-pi/4) equals cot(3pi/4) = -1 therefore, arccot(-1) has many solutions, among many others the above mentioned two. And yes: cot() ist periodic and (for a physicist) arccot() ist not a one-to-one relation. Roland |
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| Messages In This Thread |
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bug in arccotangent function - gor1060 - 10-20-2022, 02:38 PM
RE: bug in arccotangent function - Roland57 - 10-20-2022, 03:27 PM
RE: bug in arccotangent function - Albert Chan - 10-20-2022, 04:44 PM
RE: bug in arccotangent function - Roland57 - 10-20-2022 07:22 PM
RE: bug in arccotangent function - Albert Chan - 10-20-2022, 09:44 PM
RE: bug in arccotangent function - gor1060 - 10-21-2022, 01:38 PM
RE: bug in arccotangent function - Wes Loewer - 10-21-2022, 06:59 PM
RE: bug in arccotangent function - klesl - 10-21-2022, 05:07 PM
RE: bug in arccotangent function - gor1060 - 10-22-2022, 01:58 AM
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