Table of contents

18 Times Table
The times table of 18 is an exciting and important step in building mathematical fluency. Once children are comfortable with the 9 and 2 times tables, the 18 times table provides a unique opportunity to explore the relationship between these numbers. What makes the 18 times table especially intriguing is its connection to doubling the 9 times table. This pattern helps children recognize that multiplying by 18 is essentially multiplying by 9 and then doubling the result. By learning this, kids can make connections between different multiplication facts, which deepens their understanding of math concepts. Mastering the 18 times table boosts confidence in multiplication, making it easier for children to solve more complex problems. Additionally, this knowledge sharpens their ability to spot patterns and use mental math strategies, which will support their learning in higher-level math. With consistent practice, children will be able to recall the 18 times table quickly, improving their problem-solving abilities for both tests and everyday math challenges.
Why Should We Learn the Times Table of 18?
Learning the times table of 18 is crucial for children as it significantly contributes to their understanding of multiplication and enhances their mental math skills.
Builds a Strong Foundation for Higher Math : The 18 times table helps strengthen the foundation for more advanced math concepts. By mastering multiplication with 18, students can more easily understand fractions, percentages, and algebraic expressions, where the concept of multiplication frequently comes into play.
Mental Math Skills : The 18 times table builds on patterns that are easy to recognize, especially when combined with the 9 and 2 times tables. This knowledge enables students to perform mental math faster and more efficiently, reducing their dependence on calculators and promoting quicker problem-solving skills.
Pattern Recognition : As students work through the 18 times table, they learn to recognize not just the patterns in numbers, but also how multiplication is related to addition and subtraction. This ability to spot patterns enhances overall math comprehension and problem-solving strategies.
Efficiency : Knowing the times table of 18 makes multiplying numbers quickly and accurately much easier. Instead of counting on fingers or using a calculator, you can instantly recall multiples of 18. This speeds up problem-solving in arithmetic and other math areas.
Times Table of 18 Chart Up To 10

How To Read The Times Table of 18?
Let us see how to read the times table of 18.
1 × 18 = 18 | One times eighteen is eighteen. |
2 × 18 = 36 | Two times eighteen is thirty-six. |
3 × 18 = 54 | Three times eighteen is fifty-four. |
4 × 18 = 72 | Four times eighteen is seventy-two. |
5 × 18 = 90 | Five times eighteen is ninety. |
6 × 18 = 108 | Six times eighteen is one hundred eight. |
7 × 18 = 126 | Seven times eighteen is one hundred twenty-six. |
8 × 18 = 144 | Eight times eighteen is one hundred forty-four. |
9 × 18 = 162 | Nine times eighteen is one hundred sixty-two. |
10 × 18 = 180 | Ten times eighteen is one hundred eighty. |
Download Free Printable Times Tables Chart PDF
Click below to download the Free PDF of the times table of 18 and learn offline.
Times Table of 18

Times Table of 18

Tips To Learn The Times Table of 18
Here are a few tricks and tips to help learn the times table of 18, which might make it easier for your child to memorize it.
Times Table Chart : A visual chart for the times table of 18 is an effective tool for learning. It arranges the multiples in a sequence, allowing students to observe patterns. By repeatedly referring to this chart, children can quickly recall the multiples of 18, which helps reinforce memory.
Skip Counting : Practice skip counting by 18. This method helps them get familiar with the pattern of multiplication.
For example:
18, 36, 54, 72, 90, 108, and so on.
By regularly practicing this counting sequence, children can naturally memorize the multiples of 18.
Last Digit Pattern : The last digit of each product follows a specific sequence: 8, 6, 4, 2, 0 for every 5 numbers.

Tens Digit Pattern : The tens digits follow an ascending order from 0 to 9.
For example:
9 × 1 = 09 (tens digit is 0),
9 × 2 = 18 (tens digit is 1),
9 × 3 = 27 (tens digit is 2), and so on.
Using the 9 Times Table : Since 18 is double 9, you can use the 9 times table to help you learn the 18 times table.
For example:
18 × 1 = 9 × 2 = 18,
18 × 2 = 9 × 4 = 36,
18 × 3 = 9 × 6 = 54, and so on.
By doubling the answers from the 9 times table, you can quickly calculate 18's multiples.
Solved Examples
1. A farmer grouped 15 chickens into a flock. How many sheep are in 18 flocks?
- a) 240
- b) 260
- c) 270
- d) 300
Solution:
Number of chickens in a flock = 15
Number of flocks = 18
Total number of chickens = 15 × 18 = 270
So, there are 270 chickens in 18 flocks.
2. What is 7 times 18?
- a) 118
- b) 126
- c) 120
- d) 130
Solution:
From the times table of 18,
7 times 18 = 7 × 18 = 126
So, the answer is 126.
3. Choose the number when multiplied by 18 results in 54.
- a) 6
- b) 5
- c) 4
- d) 3
Solution:
From the times table of 18,
3 times 18 = 54
3 × 18 = 54
So, the number is 3.
4. A train has 18 carriages. If there are 5 trains, how many carriages are there in total?
- a) 36
- b) 63
- c) 90
- d) 72
Solution:
Number of carriages in each train = 18
Number of trains = 5
Total number of carriages = 5 × 18 = 90
So, there are 90 carriages in 5 trains.
5. What is 18 times 3 minus 4?
- a) 52
- b) 50
- c) 58
- d) 48
Solution:
From the times table of 18,
18 times 3 = 18 × 3 = 54
18 times 3 minus 4 = 54 - 4 = 50
So, the answer is 50.
Practice Problems
1. Find the missing number in 18 × ? = 162.
8
9
10
7
2. How many groups of 18 make 234?
12
11
14
13
3. Find the result of 18 times 4 plus 9.
79
83
81
78
4. Jamie says that the number 252 is not there in the times table of 18. Is he correct?
Yes
No
5. A park contains 16 pyramids. Each pyramid has 18 benches. If the park adds 4 more benches in the park, how many benches does the park have?
290
292
280
300
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Did you know?
Clocks and watches rely on fractions to mark hours, minutes, and seconds, translating fractions of time into meaningful intervals.