0.125 x 0.8: Understanding Decimal Multiplication
In mathematics, multiplication is a fundamental operation that we use to solve various problems. When it comes to decimal multiplication, things can get a bit tricky. In this article, we will explore the concept of decimal multiplication, specifically the problem of 0.125 x 0.8.
What is Decimal Multiplication?
Decimal multiplication is a process of multiplying two decimal numbers to get a product. In other words, it is the process of multiplying a decimal number by another decimal number or a whole number. Decimal multiplication follows the same rules as whole number multiplication, with the added complexity of dealing with decimal points.
The Problem: 0.125 x 0.8
Now, let's dive into the problem at hand: 0.125 x 0.8. To multiply these two decimal numbers, we need to follow the standard procedure for decimal multiplication.
Step 1: Multiply the Numbers
Multiply 0.125 and 0.8 as you would with whole numbers, ignoring the decimal points for now:
0.125 × 0.8 = ?
Step 2: Count the Decimal Places
Count the total number of decimal places in both numbers:
0.125 has 3 decimal places 0.8 has 1 decimal place Total decimal places = 3 + 1 = 4
Step 3: Place the Decimal Point
Place the decimal point in the product, making sure it has the total number of decimal places counted in Step 2:
0.125 × 0.8 = 0.1000
The Answer
So, the product of 0.125 and 0.8 is 0.1000.
