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Can there be 3 primes that are cosecutive natural numbers? - Answers

As the number 1 is considered a special case and not a prime, there cannot be three consecutive numbers that are prime. Any three consecutive numbers must include at least one even number. With the exception of the number 2, no even numbers are prime.



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Can there be 3 primes that are cosecutive natural numbers? - Answers

https://math.answers.com/math-and-arithmetic/Can_there_be_3_primes_that_are_cosecutive_natural_numbers

As the number 1 is considered a special case and not a prime, there cannot be three consecutive numbers that are prime. Any three consecutive numbers must include at least one even number. With the exception of the number 2, no even numbers are prime.



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https://math.answers.com/math-and-arithmetic/Can_there_be_3_primes_that_are_cosecutive_natural_numbers

Can there be 3 primes that are cosecutive natural numbers? - Answers

As the number 1 is considered a special case and not a prime, there cannot be three consecutive numbers that are prime. Any three consecutive numbers must include at least one even number. With the exception of the number 2, no even numbers are prime.

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      As the number 1 is considered a special case and not a prime, there cannot be three consecutive numbers that are prime. Any three consecutive numbers must include at least one even number. With the exception of the number 2, no even numbers are prime.
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