The table of 926 is defined as the multiplication of 926 by consecutive natural numbers. That means multiplying 926 by 1, 2, 3, 4, 5, etc., we get the maths table of 926. As we know, the table of 926 can also be created using the repeated addition technique since multiplying 926 by 2 is the same as adding 926 twice, i.e. for two times. Thus, 926 × 2 = 1852 and 926 + 926 = 1852. Similarly, we can write the table of 926 for n number of times.
Download Table of 926 Here |
Table of 926 Chart
What is the 926 Times Table?
The 926 times table is given here up to 10 times using both multiplication and repeated addition so that students can quickly memorize the values.
Using multiplication |
Using repeated addition |
926 × 1 = 926 |
926 |
926 × 2 = 1852 |
926 + 926 = 1852 |
926 × 3 = 2778 |
926 + 926 + 926 = 2778 |
926 × 4 = 3704 |
926 + 926 + 926 + 926 = 3704 |
926 × 5 = 4630 |
926 + 926 + 926 + 926 + 926 = 4630 |
926 × 6 = 5556 |
926 + 926 + 926 + 926 + 926 + 926 = 5556 |
926 × 7 = 6482 |
926 + 926 + 926 + 926 + 926 + 926 + 926 = 6482 |
926 × 8 = 7408 |
926 + 926 + 926 + 926 + 926 + 926 + 926 + 926 = 7408 |
926 × 9 = 8334 |
926 + 926 + 926 + 926 + 926 + 926 + 926 + 926 + 926 = 8334 |
926 × 10 = 9260 |
926 + 926 + 926 + 926 + 926 + 926 + 926 + 926 + 926 + 926 = 9260 |
Multiplication Table of 926
Go through the multiplication table of 926 given here which shows the multiplication of 926 through 20 times.
926 |
× |
1 |
= |
926 |
926 |
× |
2 |
= |
1852 |
926 |
× |
3 |
= |
2778 |
926 |
× |
4 |
= |
3704 |
926 |
× |
5 |
= |
4630 |
926 |
× |
6 |
= |
5556 |
926 |
× |
7 |
= |
6482 |
926 |
× |
8 |
= |
7408 |
926 |
× |
9 |
= |
8334 |
926 |
× |
10 |
= |
9260 |
926 |
× |
11 |
= |
10186 |
926 |
× |
12 |
= |
11112 |
926 |
× |
13 |
= |
12038 |
926 |
× |
14 |
= |
12964 |
926 |
× |
15 |
= |
13890 |
926 |
× |
16 |
= |
14816 |
926 |
× |
17 |
= |
15742 |
926 |
× |
18 |
= |
16668 |
926 |
× |
19 |
= |
17594 |
926 |
× |
20 |
= |
18520 |
Solved Example
Question:
A bicycle factory manufactures 926 bicycles each month. How many bicycles will be manufactured in the factory in one year?
Solution:
Given,
Number of bicycles manufactured in a month = 926
Number of months in a year = 12
Total production = ?
Using the table of 926, 926 × 12 = 11112.
So, the total number of bicycles manufactured by the factory in one year = 926 × 12 = 11112.
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