ending location from angle and speed
Post: #3
Also, why multiply the *speed* by cos and sin of the angle? What are you trying to do there? Should the translation be affected by rotation?
I usually express this kind of things by matrix multiplication. It scales better to more complex situations.
I usually express this kind of things by matrix multiplication. It scales better to more complex situations.
| Messages In This Thread |
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ending location from angle and speed - Kazooless - Mar 18, 2009, 03:56 AM
ending location from angle and speed - ThemsAllTook - Mar 18, 2009, 06:07 AM
ending location from angle and speed - Ingemar - Mar 26, 2009 02:18 AM
ending location from angle and speed - kendric - Mar 30, 2009, 10:52 AM
ending location from angle and speed - masdest - Mar 30, 2009, 07:27 PM
ending location from angle and speed - Gillissie - Apr 3, 2009, 02:40 PM
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