Division Tables
Select a range below to view, practice, and print division tables. All tables
include a practice mode and print-to-PDF option.
What Is a Division Table?
A division table shows the quotient of dividing one number by another. Unlike
multiplication tables, division can produce decimal results when numbers don't divide evenly.
Here all non-whole results are shown to 2 decimal places. Division tables are essential for
building arithmetic fluency and understanding the relationship between multiplication and
division.
For example, the division tables 1 to 12 looks like:
| 1 / 1 |
= 1___ |
| 1 / 2 |
= 0.5___ |
| 1 / 3 |
= 0.33___ |
| 1 / 4 |
= 0.25___ |
| 1 / 5 |
= 0.2___ |
| 1 / 6 |
= 0.17___ |
| 1 / 7 |
= 0.14___ |
| 1 / 8 |
= 0.13___ |
| 1 / 9 |
= 0.11___ |
| 1 / 10 |
= 0.1___ |
| 1 / 11 |
= 0.09___ |
| 1 / 12 |
= 0.08___ |
| 2 / 1 |
= 2___ |
| 2 / 2 |
= 1___ |
| 2 / 3 |
= 0.67___ |
| 2 / 4 |
= 0.5___ |
| 2 / 5 |
= 0.4___ |
| 2 / 6 |
= 0.33___ |
| 2 / 7 |
= 0.29___ |
| 2 / 8 |
= 0.25___ |
| 2 / 9 |
= 0.22___ |
| 2 / 10 |
= 0.2___ |
| 2 / 11 |
= 0.18___ |
| 2 / 12 |
= 0.17___ |
| 3 / 1 |
= 3___ |
| 3 / 2 |
= 1.5___ |
| 3 / 3 |
= 1___ |
| 3 / 4 |
= 0.75___ |
| 3 / 5 |
= 0.6___ |
| 3 / 6 |
= 0.5___ |
| 3 / 7 |
= 0.43___ |
| 3 / 8 |
= 0.38___ |
| 3 / 9 |
= 0.33___ |
| 3 / 10 |
= 0.3___ |
| 3 / 11 |
= 0.27___ |
| 3 / 12 |
= 0.25___ |
| 4 / 1 |
= 4___ |
| 4 / 2 |
= 2___ |
| 4 / 3 |
= 1.33___ |
| 4 / 4 |
= 1___ |
| 4 / 5 |
= 0.8___ |
| 4 / 6 |
= 0.67___ |
| 4 / 7 |
= 0.57___ |
| 4 / 8 |
= 0.5___ |
| 4 / 9 |
= 0.44___ |
| 4 / 10 |
= 0.4___ |
| 4 / 11 |
= 0.36___ |
| 4 / 12 |
= 0.33___ |
| 5 / 1 |
= 5___ |
| 5 / 2 |
= 2.5___ |
| 5 / 3 |
= 1.67___ |
| 5 / 4 |
= 1.25___ |
| 5 / 5 |
= 1___ |
| 5 / 6 |
= 0.83___ |
| 5 / 7 |
= 0.71___ |
| 5 / 8 |
= 0.63___ |
| 5 / 9 |
= 0.56___ |
| 5 / 10 |
= 0.5___ |
| 5 / 11 |
= 0.45___ |
| 5 / 12 |
= 0.42___ |
| 6 / 1 |
= 6___ |
| 6 / 2 |
= 3___ |
| 6 / 3 |
= 2___ |
| 6 / 4 |
= 1.5___ |
| 6 / 5 |
= 1.2___ |
| 6 / 6 |
= 1___ |
| 6 / 7 |
= 0.86___ |
| 6 / 8 |
= 0.75___ |
| 6 / 9 |
= 0.67___ |
| 6 / 10 |
= 0.6___ |
| 6 / 11 |
= 0.55___ |
| 6 / 12 |
= 0.5___ |
| 7 / 1 |
= 7___ |
| 7 / 2 |
= 3.5___ |
| 7 / 3 |
= 2.33___ |
| 7 / 4 |
= 1.75___ |
| 7 / 5 |
= 1.4___ |
| 7 / 6 |
= 1.17___ |
| 7 / 7 |
= 1___ |
| 7 / 8 |
= 0.88___ |
| 7 / 9 |
= 0.78___ |
| 7 / 10 |
= 0.7___ |
| 7 / 11 |
= 0.64___ |
| 7 / 12 |
= 0.58___ |
| 8 / 1 |
= 8___ |
| 8 / 2 |
= 4___ |
| 8 / 3 |
= 2.67___ |
| 8 / 4 |
= 2___ |
| 8 / 5 |
= 1.6___ |
| 8 / 6 |
= 1.33___ |
| 8 / 7 |
= 1.14___ |
| 8 / 8 |
= 1___ |
| 8 / 9 |
= 0.89___ |
| 8 / 10 |
= 0.8___ |
| 8 / 11 |
= 0.73___ |
| 8 / 12 |
= 0.67___ |
| 9 / 1 |
= 9___ |
| 9 / 2 |
= 4.5___ |
| 9 / 3 |
= 3___ |
| 9 / 4 |
= 2.25___ |
| 9 / 5 |
= 1.8___ |
| 9 / 6 |
= 1.5___ |
| 9 / 7 |
= 1.29___ |
| 9 / 8 |
= 1.13___ |
| 9 / 9 |
= 1___ |
| 9 / 10 |
= 0.9___ |
| 9 / 11 |
= 0.82___ |
| 9 / 12 |
= 0.75___ |
| 10 / 1 |
= 10___ |
| 10 / 2 |
= 5___ |
| 10 / 3 |
= 3.33___ |
| 10 / 4 |
= 2.5___ |
| 10 / 5 |
= 2___ |
| 10 / 6 |
= 1.67___ |
| 10 / 7 |
= 1.43___ |
| 10 / 8 |
= 1.25___ |
| 10 / 9 |
= 1.11___ |
| 10 / 10 |
= 1___ |
| 10 / 11 |
= 0.91___ |
| 10 / 12 |
= 0.83___ |
| 11 / 1 |
= 11___ |
| 11 / 2 |
= 5.5___ |
| 11 / 3 |
= 3.67___ |
| 11 / 4 |
= 2.75___ |
| 11 / 5 |
= 2.2___ |
| 11 / 6 |
= 1.83___ |
| 11 / 7 |
= 1.57___ |
| 11 / 8 |
= 1.38___ |
| 11 / 9 |
= 1.22___ |
| 11 / 10 |
= 1.1___ |
| 11 / 11 |
= 1___ |
| 11 / 12 |
= 0.92___ |
| 12 / 1 |
= 12___ |
| 12 / 2 |
= 6___ |
| 12 / 3 |
= 4___ |
| 12 / 4 |
= 3___ |
| 12 / 5 |
= 2.4___ |
| 12 / 6 |
= 2___ |
| 12 / 7 |
= 1.71___ |
| 12 / 8 |
= 1.5___ |
| 12 / 9 |
= 1.33___ |
| 12 / 10 |
= 1.2___ |
| 12 / 11 |
= 1.09___ |
| 12 / 12 |
= 1___ |
How to Use This Division Table Generator
Choose a range above to view all division tables in that set, or click any popular table link to
jump directly to a single number. Each table page includes Practice Mode for self-testing, Check
Answers for instant verification, and Print for clean PDF output. You can also navigate between
adjacent numbers using the Related Tables links at the bottom of each page.
Division and the Inverse Relationship with Multiplication
Understanding that division reverses multiplication is key to mastering both operations. If 8 x 5
= 40, then 40 / 5 = 8. This connection means students who know their multiplication tables can
solve division problems much faster. Important rules include: any number divided by 1 equals
itself, any nonzero number divided by itself equals 1, and division by zero is undefined.
Recognizing these patterns helps build confidence and reduces errors.
Tips for Learning Division
Start with simple divisors like 1, 2, 5, and 10 before moving to harder numbers. Use your
multiplication knowledge to find quotients: to solve 42 / 7, think about what times 7 gives 42.
Visual models such as arrays and equal grouping help younger students grasp the concept.
Practice regularly using the interactive tools on this site rather than relying solely on
worksheets. Short daily sessions are more effective than occasional long study periods.
Benefits for Students, Parents, and Teachers
Students strengthen their understanding of factors, multiples, fractions, and decimals through
regular division practice. Parents appreciate the printable format for creating homework sheets
without additional software. Teachers save time by projecting interactive tables during lessons
or assigning self-paced practice. Having all ranges from 1 to 100 available ensures
comprehensive coverage for any grade level. Our Practice Mode transforms passive review into
active recall training, which significantly improves long-term retention of division facts.
Common Division Mistakes and How to Avoid Them
Students frequently confuse the dividend and divisor, especially when reading word problems.
Remember that the dividend is the number being divided and the divisor is the number you divide
by. Another common error is forgetting that division by zero is undefined. Using our interactive
tables with Practice Mode helps identify and correct these mistakes through immediate feedback
and repetition.
Why Practice Division Tables Regularly?
Regular practice with division tables builds automaticity, which frees up mental capacity for
more complex problem-solving. When students no longer need to consciously calculate basic
division facts, they can focus on understanding word problems, multi-step equations, and
abstract concepts. Interactive tools like our Practice Mode make daily practice engaging and
effective compared to traditional rote memorization methods.
Related Tables
Frequently Asked Questions
This site offers division tables in ranges from 1 to 10, 1
to 12, 1 to 20, 1 to 25, 1 to 50, and 1 to 100. You can also view any individual
division table from 1 to 100 using the popular table links.
When a dividend does not divide evenly by the divisor, the
result includes a remainder expressed as a decimal. This tool rounds non-whole
quotients to two decimal places for clarity.
Yes. On any division table page, click the Print / Save PDF
button. Your browser opens a print dialog with a clean layout. Choose Save as PDF to
download a file for offline study or classroom use.
Division is the inverse of multiplication. If a x b = c,
then c / b = a. Knowing your multiplication tables makes finding division quotients
faster because you can reverse the operation mentally.
Any number divided by 1 equals the number itself. For
example, 15 / 1 = 15 and 100 / 1 = 100. This identity property is one of the first
division facts students should learn.
Practice Mode hides all quotient values across every table
on the page. Calculate each answer from memory or on paper, then click Check Answers
to reveal the correct results and assess your accuracy.