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919 LearnersLast updated on August 5, 2025
Table of 78
What is the Multiplication Table of 78
The Table of 78 is one of the most advanced two-digit multiplication tables.
78 Times Table Chart
The table of 78 is hard to understand. However, practicing it regularly helps the learner to understand the pattern.
Here is the table of 78 from the multiples 1 to 10 and 11 to 20.
| TABLE OF 78 (1-10) | |
|---|---|
|
78 x 1 = 78 |
78 x 6 = 468 |
|
78 x 2 = 156 |
78 x 7 = 546 |
|
78 x 3 = 234 |
78 x 8 = 624 |
|
78 x 4 = 312 |
78 x 9 = 702 |
|
78 x 5 = 390 |
78 x 10 = 780 |
| TABLE OF 78 (11-20) | |
|---|---|
|
78 x 11 = 858 |
78 x 16 = 1248 |
|
78 x 12 = 936 |
78 x 17 = 1326 |
|
78 x 13 = 1014 |
78 x 18 = 1404 |
|
78 x 14 = 1092 |
78 x 19 = 1482 |
|
78 x 15 = 1170 |
78 x 20 = 1560 |
Tips and Tricks for the Multiplication Table of 78
Multiplication tables are fundamental for developing math skills. Some tips and tricks for Table of 78 are listed below.
- Spot the cycle of patterns that occur in the multiples of 78. The last digit of the product follows a cycle of pattern of 8, 6, 4, 2, 0. For example, the last digit of the product when 78 multiplied by 2 is 6 (78 × 2 = 156)
- Split 78 into tens and units, like 70 and 8. Multiply each with the same number. Let's say, multiply 70 and 8 separately with 4 and then add the product of each.
- 70 × 4 = 280 and 8 × 4=32. To get the final answers, add 280 and 32 together, 280 + 32= 312. So, the product of 78 and 4 (78×4) is 312.
Since 78 is a multiple of 39, the product of the table of 39 can be doubled to find the products of the table of 78
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Common Mistakes and How to Avoid Them in 78 Times Tables
While learning the table of 78, it is possible to commit mistakes. You can avoid making these mistakes by being more careful in the area mentioned below.
Mistake 1
Not focusing on the units place
Don’t forget to write the last digit of the product in its units place. For example, 78×2 = 156, it is possible to leave 6 and write 15 as the product of 78 x2. Keep in mind that the multiples of 78 will always have a tens place. Double-check the product you get.
Mistake 2
Reversing the digits of the product
Students might reverse the digits of the product. For example, the product of 78 when multiplied by 4 (78×4 =312) can be written as123.
Mistake 3
Not completing the multiplication
Incomplete multiplication results in partial product. Always double the multiplication. For example, instead of multiplying 78 with 8, children might multiply 70 with 6 and write the product as a multiple of 78.
78 Times Table Examples
Problem 1
With the help of Table of 78, find out 78 times 10 added by 123
The answer is 903
Explanation
First multiply 78 by 10. When 78 is multiplied by 10 the product will be 780 (78 × 10). Now add the product with 123 to get the final answer. When 780 is added with 123 we get 903 (780+123).
Problem 2
Find 78 multiplied by 48, using the breaking down method.
78 × 48 = 78 × 10 + 78x 10 + 78 × 10 + 78x 10 +78x 8 = 780+ 780 + 780+ 780+624 = 3744.
Explanation
The multiplicand 48 can be broken down into four parts of 10s and one of 8 and added together.
Problem 3
How much is 78 times 2? Check if it's divisible by 2
When 78 is multiplied by 2 we get 156 as the product, and it is divisible by 2.
Explanation
When 156 is divided by 78 we get the quotient as 2. When 78 is multiplied by 2 the product is 156. To check the divisibility, divide 156 by 2 and see if the remainder is zero.
FAQs on Time of Tables of 78
1.Is 78 in the 13 times table?
2.Is 78 in the 2 times table?
3.Is 42 in the 3 times table?
4.Is 333 in the 9 times table?
Important Glossaries for Table of 78
- Breaking down: The multiple is broken down into simpler forms.
- Multiple: The number that can be evenly divided by another number.
- Product: The result obtained when multiplication is performed.
- Multiplicand: The number which is to be multiplied by another.
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Nishtha Tiwari
About the Author
Nishtha is a passionate Maths teacher with 3 years of teaching experience. She focuses on making mathematics simple, engaging, and stress-free through student-centric, interactive, and exam-oriented teaching. With strong fundamentals, regular practice, an
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