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If n is a positive integer, what is the \(n^{th}\) prime number ?
(1) \(n = 1,000,001\)
(2) \((n - 1)^{th}\) prime number is 1,5485,863
This question is created to illustrate a point raised HERE.
(1) \(n = 1,000,001\)
(2) \((n - 1)^{th}\) prime number is 1,5485,863
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This question is created to illustrate a point raised HERE.
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20 Oct 2022, 10:08
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Bunuel
(1) \(n = 1,000,001\)
Surely, when we write down the prime numbers in increasing order, there will be some number at 1,000,001, whatever be its value.
Sufficient
(2) \((n - 1)^{th}\) prime number is 1,5485,863
Again, we are looking for next prime number to 15485863. Surely there will be one and could be found.
Sufficient
D
17 Oct 2023, 00:50
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chetan2u
@chetan4u - we need not know the technique to calculate the Prime number at 1,000,001- just knowing it is possible to calculate would suffice?
