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37 and -37
It's 37.
37 and 1 are the only two whole numbers that can be multiplied in order to get 37, as it is a prime number.
1 and 37.
If the question is, "What two numbers sum to 37 and have a difference of 3?" Then the answer is 20 and 17 To solve the problem, call the two numbers a and b. Then a + b = 37 therefore b = 37 - a. And a - b = 3 : substitute the value (shown above) for b in this equation. a - (37 - a) = 3 : 2a - 37 = 3 : 2a = 3 + 37 = 40 : a = 20 As a + b = 37 then 20 + b = 37 : b = 37 - 20 = 17