Table of 62: Learn and Download the Multiplication Table
FAQs on Table of 62: Learn and Download the Multiplication Table
1. How is the multiplication table of 62 constructed?
The table of 62 is built on the principle of repeated addition. Starting with 62 x 1 = 62, each subsequent multiple is found by adding 62 to the previous result. For instance, 62 x 2 is 62 + 62 = 124, and 62 x 3 is 124 + 62 = 186. This method forms the foundation of multiplication.
2. What is 62 times 8?
Multiplying 62 by 8 gives a result of 496. This is calculated as 62 x 8 = 496. You can also find this by adding 62 eight times, which demonstrates the core concept of multiplication.
3. Is there a simple trick to memorise the 62 times table?
Yes, a useful trick is the distributive property. Break 62 into (60 + 2). To find any multiple, multiply the number by 60 and by 2, then add the results. For example, for 62 x 5:
- First, calculate 60 x 5 = 300.
- Next, calculate 2 x 5 = 10.
- Finally, add the two results: 300 + 10 = 310.
4. Besides the 62 times table, in which other multiplication tables can you find the number 62?
The number 62 appears in the multiplication tables of its factors. The factors of 62 are 1, 2, 31, and 62. Therefore, you can find the number 62 as a product in the following tables:
- 1 times table (1 x 62 = 62)
- 2 times table (2 x 31 = 62)
- 31 times table (31 x 2 = 62)
5. How can the table of 62 be used to solve a real-world problem?
The table of 62 is useful for solving practical problems involving groups of 62. For example, if a school buys 9 packs of pencils and each pack contains 62 pencils, you can find the total number of pencils by using the table. The calculation would be 62 x 9 = 558 pencils in total.
6. What patterns can be observed in the last digit of the multiples of 62?
There is a repeating pattern in the unit's place (last digit) of the multiples in the 62 times table. The pattern is 2, 4, 6, 8, 0. This five-digit sequence repeats continuously. For instance:
- 62 x 1 = 62
- 62 x 2 = 124
- 62 x 3 = 186
- 62 x 4 = 248
- 62 x 5 = 310
- 62 x 6 = 372 (The pattern restarts)
7. How does learning the table of 62 help in understanding the properties of even numbers?
Since 62 is an even number, every multiple in its table will also be an even number. This demonstrates a key mathematical rule: the product of an even number and any whole number is always even. Learning the table of 62 provides numerous concrete examples of this important concept, strengthening your understanding of number properties.















