0.005 Times 1000: A Simple Multiplication Problem
Introduction
In this article, we will solve a simple multiplication problem that involves multiplying a small decimal number by a large whole number. The problem is: what is 0.005 times 1000? This problem is often encountered in real-life situations, such as calculating the cost of materials or the area of a rectangular shape.
The Problem
The problem is: 0.005 × 1000 = ?
The Solution
To solve this problem, we can simply multiply 0.005 by 1000.
0.005 × 1000 = 5
Yes, you read that right! When you multiply 0.005 by 1000, the result is 5.
Explaining the Calculation
To understand why this is the case, let's break down the calculation:
- 0.005 is a small decimal number that represents 5 hundredths.
- 1000 is a large whole number that represents one thousand.
- When you multiply 0.005 by 1000, you are essentially multiplying 5 hundredths by one thousand.
- As a result, the decimal point moves three places to the right, and the result is 5.
Conclusion
In conclusion, 0.005 times 1000 is equal to 5. This simple multiplication problem demonstrates how decimal numbers can be multiplied by whole numbers to produce a result that may seem counterintuitive at first. However, by breaking down the calculation and understanding the concept of decimal numbers, we can arrive at the correct answer.
