The first number can be any one of 5. For each of those . . .
The second number can be any one of the remaining 4.
So there are (5 x 4) = 20 ways to sum 2 numbers out of 5.
But the sum of (A+B) and the sum of (B+A) are really both the same thing,
although they both count among the 20 different ways.
In fact, if you look at the 20 different ways, you'll find that there are actually
only 10 different pairs of numbers, and each pair shows up on the list as both
(A+B) and (B+A).
So the answer to the question is: 10
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There are infinitely many composite numbers. There are, therefore, infinitely many subsets of ten such numbers. There are, therefore, infinitely many possible sums.
31 maybe? I am not sure.
Two prime numbers can have only one sum, not three different sums!
It is not possible to list all the facts. For example, there are infinitely many pairs of numbers that sum to 25. Then there are infinitely many triplets of numbers that sum to 25. And infinitely many quartets, and so on. And that is only sums. There are infinitely many pair of numbers that multiply to 25, and infinitely many triplets and so on.
you have to add