If the sets A and B are defined as A - {x,y:yox e R); B - {x,y:y-xx&R), then
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A=(x,y) are points on the curve[tex]y=e^x[\tex]
B=(x,y) are points on the line y=x
It can be observed from figure that both the
curves have no point of intersection for all x∈R
Therefore, A∩B=ϕ
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