Select a pair of integers whose sum is -51.

Options

A. `-42,93`
B. 1, -50
C. `-93, 42`
D. `-1, -52`

Answer

To solve the problem of selecting a pair of integers whose sum is -51, we will evaluate each given pair of integers step by step.

### Step-by-Step Solution:

1. **Identify the pairs of integers**: We have several pairs to evaluate. Let's denote them as follows:
- Pair 1: (-42, 93)
- Pair 2: (-50, 1)
- Pair 3: (-93, 42)
- Pair 4: (-1, 52)

2. **Calculate the sum of Pair 1**:
- Sum = -42 + 93
- Sum = 51
- This is not equal to -51.

3. **Calculate the sum of Pair 2**:
- Sum = -50 + 1
- Sum = -49
- This is not equal to -51.

4. **Calculate the sum of Pair 3**:
- Sum = -93 + 42
- Sum = -51
- This is equal to -51. This is a potential correct answer.

5. **Calculate the sum of Pair 4**:
- Sum = -1 + 52
- Sum = 51
- This is not equal to -51.

6. **Conclusion**: The only pair of integers whose sum is -51 is Pair 3: (-93, 42).

### Final Answer:
The correct pair of integers is (-93, 42).