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If integer p is greater than 1, is p a prime number?

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Bunuel
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If integer p is greater than 1, is p a prime number? [#permalink] New post  05 Jul 2018, 01:35
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If integer p is greater than 1, is p a prime number?

(1) p is odd.

(2) The only positive factors of p are 1 and p.
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LevanKhukhunashvili
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Re: If integer p is greater than 1, is p a prime number? [#permalink] New post  05 Jul 2018, 01:48
1 stm: Obviously not suff.
2 stm: we can formulate the definition of a prime number: An integer with 2 positive factors 1 and itself. sufficient

In My Opinion
Ans: B
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Re: If integer p is greater than 1, is p a prime number? [#permalink] New post  05 Jul 2018, 09:19
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Bunuel wrote:
If integer p is greater than 1, is p a prime number?

(1) p is odd.

(2) The only positive factors of p are 1 and p.



Given p>1 and p is an integer.

Question stem:- Is p a prime number

Statement-1:- p is odd
So, P=3,5,7,9,11,13,15..etc.
P is prime when p=3,5,7,11 etc and p is not prime when p=9,15 etc.
hence insufficient.
Statement-2:- The only positive factors of p are 1 and p.
It implies that p is a prime number.
Hence, sufficient.

Ans. (B)
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Mo2men
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Re: If integer p is greater than 1, is p a prime number? [#permalink] New post  06 Jul 2018, 05:01
Bunuel wrote:
If integer p is greater than 1, is p a prime number?

(1) p is odd.

(2) The only positive factors of p are 1 and p.


(1) p is odd.

P = 3

P =15

Insufficient

(2) The only positive factors of p are 1 and p.

This is the definition of prime number.

2,3,5,7...etc all have 2 factors 1 & itself

Sufficent

Answer: B
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CrushTheQuant
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Re: If integer p is greater than 1, is p a prime number? [#permalink] New post  08 Nov 2020, 10:42
Here's a video explanation on YouTube. As others have noted, statement (2) is really just one way of writing he definition of a prime number.

https://www.youtube.com/watch?v=-bUEkTq ... f3ujxAZ1Ds
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monamonsef
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Re: If integer p is greater than 1, is p a prime number? [#permalink] New post  20 Aug 2022, 07:34
Hello Everyone,

if this question is listed in the Error Log as Sub-600 difficulty, does it mean it might be below 500?
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Re: If integer p is greater than 1, is p a prime number? [#permalink]
20 Aug 2022, 07:34
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