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11 Nov 2023, 06:37
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C
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Difficulty:
85%
(hard)
Question Stats:
21% (00:56) correct
79%
(01:05)
wrong
based on 71
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If \(x\) and \(y\) are prime numbers, and \(n\) is a positive integer, what is the number of factors of \(x^ny^n\)?
(1) \(xy=6\)
(2) \(n=2\)
(1) \(xy=6\)
(2) \(n=2\)
13 Nov 2023, 00:41
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My answer: C
Statement-1: x and y are not same
Statement-2: value of n
Combined: gives the number of factors would be (n+1)^2
If x and y are same then answer would be 2n+1
Statement-1: x and y are not same
Statement-2: value of n
Combined: gives the number of factors would be (n+1)^2
If x and y are same then answer would be 2n+1
13 Nov 2023, 04:26
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My answer is D
Statement 1 : xy=6 => x^1y^1=6 => (1+1)(1+1) =4
Statement 2 : n=2 => (2+1)(2+1)= 9
Statement 1 : xy=6 => x^1y^1=6 => (1+1)(1+1) =4
Statement 2 : n=2 => (2+1)(2+1)= 9
