How to Learn and Use the Table of 71 with Solved Examples
FAQs on Table of 71 Multiplication Table with Step by Step Guide
1. What is the table of 71?
The table of 71 is the multiplication table that shows the products of 71 multiplied by natural numbers. It lists multiples of 71 such as:
- 71 × 1 = 71
- 71 × 2 = 142
- 71 × 3 = 213
- 71 × 4 = 284
- 71 × 5 = 355
- 71 × 10 = 710
2. How do you write the multiplication table of 71 up to 10?
The multiplication table of 71 up to 10 is written by multiplying 71 by numbers from 1 to 10. The results are:
- 71 × 1 = 71
- 71 × 2 = 142
- 71 × 3 = 213
- 71 × 4 = 284
- 71 × 5 = 355
- 71 × 6 = 426
- 71 × 7 = 497
- 71 × 8 = 568
- 71 × 9 = 639
- 71 × 10 = 710
3. What are the first 20 multiples of 71?
The first 20 multiples of 71 are obtained by multiplying 71 by numbers from 1 to 20. The last value in this range is 71 × 20 = 1420.
- 71, 142, 213, 284, 355
- 426, 497, 568, 639, 710
- 781, 852, 923, 994, 1065
- 1136, 1207, 1278, 1349, 1420
4. How can I easily memorize the table of 71?
You can memorize the 71 times table by understanding the pattern of adding 71 repeatedly. Try these steps:
- Start from 71 and keep adding 71 each time.
- Break 71 into 70 + 1 to multiply easily.
- For example: 71 × 6 = (70 × 6) + (1 × 6) = 420 + 6 = 426.
- Practice aloud and write it daily for better retention.
5. What is 71 multiplied by 15?
The value of 71 × 15 is 1065. You can calculate it step-by-step:
- 71 × 15 = 71 × (10 + 5)
- = (71 × 10) + (71 × 5)
- = 710 + 355
- = 1065
6. What is the pattern in the table of 71?
The pattern in the table of 71 is that each number increases by 71 from the previous one. For example:
- 142 − 71 = 71
- 213 − 142 = 71
- 284 − 213 = 71
7. Is 71 a prime number?
Yes, 71 is a prime number because it has only two factors: 1 and 71. It is not divisible by 2, 3, 5, or 7, and no other whole number divides it exactly. This makes the multiples of 71 unique products of a prime number.
8. How do you use the table of 71 for division?
You can use the table of 71 to solve division problems by reversing multiplication facts. For example:
- Since 71 × 8 = 568
- Therefore, 568 ÷ 71 = 8
9. What is 71 times 25?
The value of 71 × 25 is 1775. You can calculate it as:
- 71 × 25 = 71 × (20 + 5)
- = (71 × 20) + (71 × 5)
- = 1420 + 355
- = 1775
10. Why is learning the table of 71 important?
Learning the multiplication table of 71 improves speed and accuracy in arithmetic calculations. It helps in:
- Solving multiplication and division problems
- Understanding multiples and factors
- Performing mental maths quickly
- Preparing for competitive and school exams






















