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solve sinx+sin2x=0 for [0,2pi)
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What's there to solve? X=0,pi,2pi? Is that what you want?
all the answers between [0,2pi)
sin2x=2sinxcosx sinx+sin2x=sinx+2sinxcosx= sinx(1+2cosx)=0
now we need to solve sinx=0 and 1+2cosx=0
when sinx=0 on a unit circle we get x=0 and x=pi
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when cosx=-1/2 we get x=2pi/3 and x=4pi/3
so you get four answers total, hope you get it;)
thanks
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