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Which of the following statements is not true?
The difference of two prime numbers, both greater than 2, is divisible by 2.
For two different integers m, n and a prime number p, if p divides the product m × n, then p divides either m or n.
If a number is of the form 6n – 1 (n being a natural number), then its is a prime number.
There is only one set of three prime numbers such that there is a gap of 2 between two adjacent prime numbers.
Option 3rd is incorrect as 6n – 1 form can be a prime number but it is not necessarily true. Example 35 is of form 6n-1 but is not a prime number
By: Munesh Kumari ProfileResourcesReport error
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