If P = \({n^{2} + 1: n = 0,2,3}\) and Q = \({n + 1: n = 2,3,5}\), find P\(\cap\) Q.
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Correct Answer: Option D
Explanation:
\(P = {n^{2} + 1: n = 0,2,3} \therefore P = {1, 5,10}\)
\(Q = {n + 1: n = 2,3,5} \therefore Q = {3, 4, 6}\)
\(P \cap Q = { }\)
\(P = {n^{2} + 1: n = 0,2,3} \therefore P = {1, 5,10}\)
\(Q = {n + 1: n = 2,3,5} \therefore Q = {3, 4, 6}\)
\(P \cap Q = { }\)