Obtain the Conjunctive Normal Form of (x^y) V (-x^y)
xy+x′y=(xy+x′)(xy+y)=(x+x′)(x′+y)(x+y)(y+y)=xy+x'y=(xy+x')(xy+y)=(x+x')(x'+y)(x+y)(y+y)=xy+x′y=(xy+x′)(xy+y)=(x+x′)(x′+y)(x+y)(y+y)=
=(x′+y)(x+y)y=(x'+y)(x+y)y=(x′+y)(x+y)y
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