if tan x= k tany then prove that (k+1) sin (x-y)=(k-1)sin (x+y)
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given, tan x=tan y
sin x /cos x=k sin y /cos y
k = sin x. cos y /cos x. sin y
Apply componendot divide,
sin x cos y + cos x sin y /sin x cos y - cos x sin y = k+1 /k-/
sin ( x+y) /sin(x-y) = k+1 /k-1
( k+1) sin (x-y) = ( k-1) sin(x+y) proved
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