Find the mininum product of two numbers whose sum is 55
54 + 1 = 55
To find the minimum product of two numbers whose sum is 55, we need to consider the concept of least common multiple (LCM).
1. Let's assume the two numbers are x and y, where x and y are positive integers.
2. We can set up the equation: x + y = 55.
3. Since we want to find the minimum product, we need to find the smallest possible values of x and y.
4. To determine the smallest values, we can start from the lowest possible value for one number and then calculate the corresponding value for the other number.
- For example, if we start with x = 1, then y = 54, since 1 + 54 = 55.
- If we continue this process, we can find all possible pairs of x and y such that their sum is 55.
5. Next, we calculate the product of each pair, and identify the pair that gives the minimum product.
6. By following these steps, we can find the minimum product of two numbers whose sum is 55.