Undoubtedly the value of A is (2n+1) π/4. SinA-Sin5A+Sin9A-Sin13A/CosA-Cos5A-Cos9A+cos13A=Cot4A (by applying transformations) 2Cos7A.Sin2A-2Cos7A.Sin6A/2Cos7A.Cos6A-2Cos7A.Cos2A=Cot4A (by cancelling common factor) Sin2A-Sin6A/Cos6A-Cos2A=Cot4A (by applying transformations) -2Cos4A.Sin2A/2Cos4A.Cos2A=Cot4A (by cancelling common factor and simplification) Cot4A.Cot2A= -1 Cos2A=0 2A=(2n+1) π/2 A=(2n+1) π/4
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