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why is the sign for the sum and difference formula for cos(u+/-v) = cosucosv-/+sinusinv i.e. the sign is negative instead of positive
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like in calulus when you want to find the derivative of cosx using first principle and the identity is cosucosv-sinusinv
Are you familiar with Euler's Formula? \[e^{i\theta} = \cos(\theta)+isin(\theta)\] There is a pretty good proof using that fact that im uploading in a sec
Here ya go :)
if theres something i put that isnt clear, feel free to ask so i can clarify :)
no am not familiar with euler's
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i dont understand lol...
thanks though joe!
Good luck with that one...the other proof isn't all that great as well.
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