sin (x + y + sin(x
n(x-y) -
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Step-by-step explanation:
Given sinx=siny
⇒sinx−siny=0
⇒2cos(2x+y)sin(2x−y)=0
⇒cos(2x+y)=0 or sin(2x−y)=0
∴2x+y=(2n+1)2π or 2x−y=nπ,n∈Z
⇒x=(2n+1)π−y or x=2nπ+y
⇒x=(2x+1)π+(−1)2n+1y or x=2nπ+(−1)2ny
Combining these two results, we get
x=nπ+(−1)ny,n∈Z.
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