Show that (cos3 theata + isin theata)^2 = (cos3 theata + isin 3 theata)
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I am stuck on trying to prove a trig identity using De Moivre's theorem.
I have to prove,cos(3θ)=4cos3(θ)−3cos(θ)
I am not sure where to even start, I broke the LHS down tocos(3θ)+isin(3θ)
but I have no idea where to go from here, or if this is fully correct.
If I could get some pointers or a simple worked example that I could follow it would be great.
Thanks
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