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Does a nonprime divided by a nonprime ever result in a prime?
Yes. For example, 52 ÷ 4 = 13.
Will the product of any prime numbers greater than one but less than twenty ever be prime?
No. If you multiply two prime numbers, any prime numbers, the result will - by definition - not be a prime number. For example, if you multiply 2 x 3, the result will obviously be divisible by 2 and by 3, and therefore, not be a prime number. By the way, one is not usually considered a prime number.
Can the sum of two odd prime numbers ever be prime?
No.
Can a prime number ever be abundant?
No.
Which is the worlds biggest prime number?
There is no biggest prime number: they go on for ever.
Can a nonprime multiplied by a nonprime ever result in a prime?
No.
Does a nonprime multiplied by a nonprime ever result in a prime?
No, a nonprime number multiplied by a nonprime number will be a nonprime number.
Does a nonprime divided by a nonprime ever result in a prime?
Yes. For example, 52 ÷ 4 = 13.
Does a non prime number divided by a non prime ever result in a nonprime?
810/30=27
Will the product of any prime numbers greater than one but less than twenty ever be prime?
No. If you multiply two prime numbers, any prime numbers, the result will - by definition - not be a prime number. For example, if you multiply 2 x 3, the result will obviously be divisible by 2 and by 3, and therefore, not be a prime number. By the way, one is not usually considered a prime number.
Does a prime divided by a prime ever result in a prime?
No.
Does a prime number multiplied by a prime number ever result in a prime number?
No.
Does a non prime number divided by a non prime ever result in a prime number?
Well.... it actually depends. like 100 divided by 20 is 5 which is a prime. but 200 divided by 50 is four which is four and not a prime number.
Do you ever multiply a fraction?
Yes, there are times when you multiply fractions.
Is the prouduct of two prime numbers ever a prime number?
No.
Can the sum of two odd prime numbers ever be prime?
No.
Can a prime number ever be abundant?
No.
