is the integer na prime number
2012年3月29日 — If n is a positive integer greater than 16, is n a prime number? (1) n is odd (2) The remainder when n is divided ... ,2020年11月9日 — If n is a positive integer, is n a prime number? (1) The number of positive factors of n is n (2) n is a ...
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Is the integer n a prime number? (1) $$24 -leq n -leq 28$$ (2) n is n. https://gmat.kmf.com If n is a positive integer greater than 16, is na prime - GMAT Club
2012年3月29日 — If n is a positive integer greater than 16, is n a prime number? (1) n is odd (2) The remainder when n is divided ... https://gmatclub.com If n is a positive integer, is n a prime number? (1 ... - GMAT Club
2020年11月9日 — If n is a positive integer, is n a prime number? (1) The number of positive factors of n is n (2) n is a ... https://gmatclub.com If n is an integer such that 12 ≤ n ≤ 24, is na prime number?
2020年3月23日 — If n is an integer such that 12 ≤ n ≤ 24, is n a prime number? (1) The remainder when n is divided by ... https://gmatclub.com If n is an integer, is n-2 a prime number? : Data Sufficiency (DS)
2019年7月26日 — Yes. There is one pair of consecutive integers where both of them are primes: 2 and 3. So, if n - 1 = 3, then n - 2 = 2 = prime. Is it possible ... https://gmatclub.com Is integer a a prime number? (1) 2a has exactly three factors ...
2021年5月6日 — For a Number where a, b, c etc are distinct prime factors of n and p, q r are their respective exponents. The number of factors of and so on. https://gmatclub.com Is the integer n a prime number? : Data ... - GMAT Club
2016年7月1日 — Is the integer n a prime number? ... n can be 24, 25, 26, 27, 28. None of these numbers are prime. SUFFICIENT. (2) n is not divisible by 2 ... https://gmatclub.com Is the positive integer n a multiple of 24 ? : Data Sufficiency (DS)
A lot of integer property questions can be solved using prime factorization. For questions involving divisibility, divisors, factors and multiples, ... https://gmatclub.com Is the positive integer N a prime number? : Data Sufficiency (DS)
2017年9月30日 — Statement 2: as N is integer and 73<N<79, there are no prime numbers in this range. The numbers in the mentioned range are 74,75,76,77 & 78 ... https://gmatclub.com |