Answer:
-1 and -2
Explanation:
You want to find two integers that have a product 4 greater than their original product when both are increased by 4.
Solution
Let x and y represent the two integers. Then xy is the original product, and (x+4)(y+4) is the second product. The latter exceeds the former by 4, so we have ...
(x+4)(y+4) -xy = 4
4x +4y +16 = 4
x + y + 4 = 1
y = -x -3
There are an infinite number of solutions. A few are ...
{-1, -2}, {0, -3}, {1, -4}, {2, -5}, {3, -6}
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