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Angle difference
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01-31-2023, 07:33 PM
My understanding of the dot product is that it projects one vector onto another such that its projection creates a right triangle. If both are unit vectors, which Spinner_Dot converts to, then the amount of the projection should be a cos function of whatever the angle is.
DO: LOOP: DO: LOOP
sha_na_na_na_na_na_na_na_na_na: |
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| Messages In This Thread |
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Angle difference - by bplus - 01-31-2023, 05:04 PM
RE: Angle difference - by MasterGy - 01-31-2023, 05:50 PM
RE: Angle difference - by OldMoses - 01-31-2023, 06:15 PM
RE: Angle difference - by bplus - 01-31-2023, 06:44 PM
RE: Angle difference - by OldMoses - 01-31-2023, 07:33 PM
RE: Angle difference - by bplus - 01-31-2023, 08:12 PM
RE: Angle difference - by OldMoses - 01-31-2023, 10:32 PM
RE: Angle difference - by SMcNeill - 01-31-2023, 09:29 PM
RE: Angle difference - by bplus - 01-31-2023, 10:03 PM
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