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Max@Math Revolution
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Que: If p is the product of the reciprocals of integers from 150 to 250, inclusive, and q is the product of the reciprocals of integers from 150 to 251, inclusive, what is the value of \(p^{-1}+q^{-1}\) in terms of p?
(A) \(\frac{p}{251^2}\)
(B) 251 × 252 × p
(C) 252p
(D) \(\frac{252}{p}\)
(E) 251 × 252 × \(p^2\)
(A) \(\frac{p}{251^2}\)
(B) 251 × 252 × p
(C) 252p
(D) \(\frac{252}{p}\)
(E) 251 × 252 × \(p^2\)
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