Find the value of cos(2 pie+x)
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The value of cosycos(2π−x)−cos(2π−y)cosx+sinycos(2π−x)+cosxsin(2π−y) is zero, if?
A
x=0
B
y=0
C
x=y
D
x=nπ−4π+y
cosycos(2π−x)−cos(2π−y)cosx+sinycos(2π−x)+cosxsin(2π−y)=0⇒cosysinx−sinycosx+sinysinx+cosx
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