How to Add or Subtract Decimals
Read,3 minutes
Adding and subtracting decimals works like adding and subtracting whole numbers, but the decimal points must be lined up. This keeps tenths with tenths, hundredths with hundredths, and so on.
If one number has fewer decimal places, write trailing zeros so both numbers have the same number of places. Then add or subtract from right to left and bring the decimal point straight down into the answer.
Examples
Example 1: \(6.3+2.45=6.30+2.45=8.75\).
Example 2: \(10-3.68=10.00-3.68=6.32\).
Practice Exercises
1) Find \(3.4+2.1\).
2) Find \(7.8-5.3\).
3) Find \(0.46+0.32\).
4) Find \(6.05+1.7\).
5) Find \(9.2-3.86\).
6) Find \(12.345+0.655\).
7) Find \(15-2.47\).
8) Find \(4.008+12.09\).
9) Find \(20.3-8.75\).
10) Find \(0.9+0.09+0.009\).
11) Find \(31.006-4.78\).
12) Find \(5.75+6.8-2.125\).
13) A rope is \(3.45\) m long and another is \(2.875\) m long. What is the total length?
14) A tank has \(18.6\) L of water. \(7.85\) L is used. How much remains?
15) Find \(100.000-0.375\).
16) Find \(8.004+0.996\).
17) Find \(45.67-(12.8+3.456)\).
18) A runner goes \(1.25\) miles, then \(0.875\) miles, then \(2.6\) miles. How far in all?
19) Find \(0.304+12.7-5.089\).
20) A budget has \(\$50.00\). Purchases cost \(\$12.75\), \(\$8.99\), and \(\$16.48\). How much money is left?
Related Topics
How to Compare Decimals
How to Multiply and Divide Decimals
How to Convert Between Fractions, Decimals, and Mixed Numbers
How to Compare Decimals
Adding and Subtracting Decimals Quiz
More Math Articles
- How to Simplify Fractions
- How to Add and Subtract Fractions
- How to Multiply Mixed Numbers
- How to Compare Decimals
- How to Multiply and Divide Fractions
- How to Add Mixed Numbers
- How to Round Off Decimals
- How to Subtract Mixed Numbers
- How to Divide Mixed Numbers
- How to Add or Subtract Decimals
- How to Multiply or Divide Decimals
- How to Convert between Fractions, Decimals and Mixed Numbers
- How to Factor Numbers
- How to Find the Greatest Common Factor (GCF)
- How to Find the Least Common Multiple (LCM)
- What are the Divisibility Rules

