if sinx=ksin (X+y) then find tan(X+y)
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Answer:
Given sin x = K sin (X+y)
where k is constant and x, y, X are variables
If k = 1 then sin x = sin (X+y)
so x=X+y
therefore tan x = tan (X+y)
If we add a constant A then we have
tan (X+y) = A tan x
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