Write a pair of integers whose difference gives
i zero
ii a negative integer
iii an integer smaller than both the integers,
iv an integer greater than both the integers,
v an integer greater than only one of the integers.

Answer

To solve the question, we will find pairs of integers that satisfy the given conditions. Let's go through each part step by step.

### Part i: Pair of integers whose difference gives 0
To find a pair of integers whose difference is 0, we can choose the same integer for both.

**Solution:**
Let’s take the integers 5 and 5.
Difference = 5 - 5 = 0.

### Part ii: Pair of integers whose difference gives a negative integer
To find a pair of integers whose difference is a negative integer, we need to choose a smaller integer first and then subtract a larger integer.

**Solution:**
Let’s take the integers 3 and 5.
Difference = 3 - 5 = -2 (which is a negative integer).

### Part iii: Pair of integers whose difference gives an integer smaller than both the integers
To find a pair of integers whose difference is smaller than both integers, we need to choose a smaller integer and a larger integer such that the result is less than both.

**Solution:**
Let’s take the integers 2 and 5.
Difference = 2 - 5 = -3 (which is smaller than both 2 and 5).

### Part iv: Pair of integers whose difference gives an integer greater than both the integers
To find a pair of integers whose difference is greater than both integers, we can choose a larger integer first and then subtract a smaller integer.

**Solution:**
Let’s take the integers 7 and 3.
Difference = 7 - 3 = 4 (which is greater than both 3 and 7).

### Part v: Pair of integers whose difference gives an integer greater than only one of the integers
To find a pair of integers whose difference is greater than only one of the integers, we need to choose a pair where the larger integer minus the smaller integer results in a value that is greater than one but not the other.

**Solution:**
Let’s take the integers 4 and 2.
Difference = 4 - 2 = 2 (which is greater than 2 but less than 4).

### Summary of Solutions:
1. **Difference = 0:** (5, 5)
2. **Difference = Negative Integer:** (3, 5)
3. **Difference = Smaller than both:** (2, 5)
4. **Difference = Greater than both:** (7, 3)
5. **Difference = Greater than only one:** (4, 2)