Pair of integers whose sum gives an integer smaller than 10
The task is to find a pair of integers whose sum gives an integer smaller than both integers. Let's break it down step by step:

Definition of the problem:
- We are looking for two integers, let's say x and y, such that x + y is smaller than both x and y.
- The integers x and y must also be smaller than 10.

Approach to solving the problem:
- One way to approach this problem is to start by considering the smallest possible integers less than 10, which are 1 and 2.
- Let's take x = 1 and y = 2. Their sum is 1 + 2 = 3, which is smaller than both x and y.
- Therefore, the pair of integers (1, 2) satisfies the given conditions.

Explanation of the solution:
- When we take x = 1 and y = 2, their sum is 3, which is smaller than both x and y.
- Additionally, both x and y are less than 10, fulfilling the given criteria.
- This pair of integers is a valid solution to the problem statement.
In conclusion, the pair of integers (1, 2) serves as an example where the sum of the integers is smaller than both individual integers and satisfies the condition of being less than 10.