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tan(theta+pi)+2sin(theta+pi)=0
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prove?
first, simplify it by using the identities : tan(x+pi) = tanx sin(x+pi) = -sinx
so, it can be tanx - 2sinx = 0 sorry, i assumed theta like the x
use the identity again, tanx = sinx/cosx sinx/cosx - 2sinx = 0 factor out ! sinx (1/cosx - 2) = 0 for the zeroes take each factor be zero sinx = 0 OR 1/cosx - 2 = 0 solve for x
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