Let P(x)=2x3−3x2+2, and the sets: A={P(n)|n∈N,n≤1999},B={p2+1|p∈N},C={q2+2|q∈N}Prove that the sets A∩B and A∩C have the same number of elements
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Tags: number theory
Let P(x)=2x3−3x2+2, and the sets: A={P(n)|n∈N,n≤1999},B={p2+1|p∈N},C={q2+2|q∈N}Prove that the sets A∩B and A∩C have the same number of elements