Certainly! Let's break down the solution step-by-step to understand how many times 250 is less than 2500.
1. Identify the two numbers given in the problem:
- The first number (smaller number) is 250.
- The second number (larger number) is 2500.
2. The goal is to determine how many times 250 fits into 2500:
- Essentially, we are trying to find how many times 250 is contained within 2500.
3. To find this, you divide the larger number by the smaller number:
- This means you perform the division: [tex]\(\frac{2500}{250}\)[/tex].
4. Carry out the division:
- When you divide 2500 by 250, the result is 10.
So, 250 is 10 times less than 2500.
