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47 and 3, 43 and 7, 37 and 13, 31 and 19

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Q: Two prime numbers that add to make the number 50?
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Related questions

What 2 prime numbers 30?

No two prime numbers can make 30.No two prime numbers can make 30.No two prime numbers can make 30.No two prime numbers can make 30.


Can you make any square number out of only two prime numbers?

I might be reading this incorrectly, but it seems to me that I can take two prime numbers, 3 and 3, and make the square number nine out of them. This is also true of all the other prime numbers.


Can the product of two prime numbers be an even numbers?

Yes, it can. Examples are 2 and 5 to make 10 and 2 and 7 to make 14. If your question was if they could make an even prime number, the answer is no. Two is the only even prime number.


What are the rules for adding two prime numbers to get a prime number answer?

Make sure that one of them is 2.


Why will a prime number times a prime number always equal a composite number?

the two prime numbers will be factors of that number, which would make that number a composite number


Is 02 a prime number?

0.2 is not a prime number. Prime numbers belong to the set of whole numbers.


When is the product of two prime numbers not a prime number?

The product of any two numbers, neither of which is 1, is never a prime number.


What 2 prime numbers add to make 1.32?

When you add two or more prime numbers you will only end up with a whole number and not a decimal number.


What two prime numbers add to make a cube number?

5 and 8


What are two prime numbers that you can multiply to get 167?

There are no such two prime numbers, as 167 is a prime number itself.


What numbers has only two factors?

Numbers with only two factors, the number itself and one, are called prime numbers. Examples of prime numbers are 2 (which is the only even prime number) and 17.


Can i make any number that isn't a prime number by adding 2 prime numbers?

No, for example you can't create the number 65, which is not a prime number, by adding any two prime numbers.