Pair of Negative Integers that Sum to -7

To find a pair of negative integers whose sum gives -7, we need to consider two negative numbers that, when added together, result in -7. Let's explore the possible combinations.

1. -3 and -4
- Adding -3 and -4 together gives us -7.
- Therefore, the pair (-3, -4) satisfies the condition.

2. -2 and -5
- Adding -2 and -5 together gives us -7.
- Thus, the pair (-2, -5) also meets the requirement.

3. -1 and -6
- Combining -1 and -6 results in -7.
- Hence, the pair (-1, -6) is another valid solution.

These three pairs of negative integers, (-3, -4), (-2, -5), and (-1, -6), all add up to -7.

Explanation:

When adding two numbers with different signs, the result will have the sign of the number with the greater absolute value. In this case, since we are adding two negative numbers, the sum will be negative.

For example, when adding -3 and -4, we can think of it as "-3 plus -4." The negative sign in front of each number indicates that they are negative. Adding them together gives us -7.

Similarly, for the pair -2 and -5, we can think of it as "-2 plus -5." When adding these negative numbers, we obtain -7.

Lastly, for the pair -1 and -6, we can interpret it as "-1 plus -6." Adding these negative integers results in -7 as well.

In conclusion, any of the three pairs (-3, -4), (-2, -5), or (-1, -6) can be used as a pair of negative integers whose sum gives -7.

-3-4,-2-5,-1-6