Let n ( P ) represents the number of points P ( α , β ) lying on the rectangular hyperbola xy = 15 ! , under the conditions given in column I, match the value of n ( P ) given in column II. List - I L

Question

Let n ( P ) represents the number of points P ( α , β ) lying on the rectangular hyperbola xy = 15 ! , under the conditions given in column I, match the value of n ( P ) given in column II. List - I List - II (A) α , β ∈ I (p) 32 (B) α , β ∈ I + and HCF ( α , β ) = 1 (q) 64 (C) α , β ∈ I + and α divides β (r) 96 (D) α , β ∈ I + and HCF ( α , β ) = 35 (s) 4032 (t) 8064

TestHub · Accepted Answer

Correct answer: A

List - I	List - II
(A) $α, β \in I$	(p) 32
(B) $α, β \in I^{+}$ and $HCF (α, β) = 1$	(q) 64
(C) $α, β \in I^{+}$ and $α$ divides $β$	(r) 96
(D) $α, β \in I^{+}$ and $HCF (α, β) = 35$	(s) 4032
	(t) 8064

Mathematics - Permutation & Combination Question with Solution | TestHub

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