
The table of 46 is a mathematical tool that lists the products of the number 46 when multiplied by successive natural numbers. It essentially represents the repeated addition of 46; for example, 46 times 3 is calculated as 46 + 46 + 46 = 138. Mastering this table helps students solve complex arithmetic problems and competitive exam questions quickly.
Learning the table of 46 might seem challenging because it is an advanced two-digit multiplication table. However, understanding the logic behind it can make calculations much smoother. Many students often compare or encounter it alongside larger values like the table of 468, table of 463, table of 465, or table of 462 when working on advanced arithmetic patterns. By focusing on the multiples of 46, you build a strong foundation for mental math that extends far beyond simple classroom assignments.
For quick reference, here is the multiplication chart for the number 46 up to 10. You can use this to verify your calculations or to practice recitation.
|
Multiplicand |
Multiplier |
Result (Multiple) |
|
46 |
1 |
46 |
|
46 |
2 |
92 |
|
46 |
3 |
138 |
|
46 |
4 |
184 |
|
46 |
5 |
230 |
|
46 |
6 |
276 |
|
46 |
7 |
322 |
|
46 |
8 |
368 |
|
46 |
9 |
414 |
|
46 |
10 |
460 |
Once you've mastered the first ten, extending your knowledge to the next ten multiples is a great way to improve your speed.
|
Multiplicand |
Multiplier |
Result (Multiple) |
|
46 |
11 |
506 |
|
46 |
12 |
552 |
|
46 |
13 |
598 |
|
46 |
14 |
644 |
|
46 |
15 |
690 |
|
46 |
16 |
736 |
|
46 |
17 |
782 |
|
46 |
18 |
828 |
|
46 |
19 |
874 |
|
46 |
20 |
920 |
If you're finding these numbers hard to remember, don't worry. There are several logical tricks you can use to reconstruct the table whenever you need it.
The most basic way to find a multiple is to add 46 to the previous result. For example, if you know that 46 x 2 = 92, then 46 x 3 is simply 92 + 46 = 138. This helps in generating the table quickly without needing to memorize every single value.
You can break 46 down into 40 + 6. To find 46 x 6, multiply 40 by 6 (240) and 6 by 6 (36), then add them together: 240 + 36 = 276. This method ensures accuracy while working with larger multipliers.
Since 46 is double 23, you can use the products of the table of 23 and double them. For instance, to find 46 x 7, you can calculate 23 x 7 = 161 and then double it: 161 x 2 = 322.
The digits in the one's place of the table of 46 follow a specific repeating pattern: 6, 2, 8, 4, 0.
46 x 1 = 46
46 x 2 = 92
46 x 3 = 138
46 x 4 = 184
46 x 5 = 230
46 x 6 = 276... and so on.
Example 1: Annie reads 46 pages every day on average. How many pages does she read in a week (7 days)?
Solution: There are 7 days in a week. Using the table of 46, we calculate 46 x 7 = 322. So, Annie reads 322 pages in a week.
Example 2: A lunch box costs Rs. 46. What would the price be for five of these lunch boxes?
Solution: Cost of one lunch box = Rs. 46. Cost of five = 46 x 5 = Rs. 230.
Example 3: Kavya's hourly wage is 18 rupees. How much will she receive for 46 hours of work?
Solution: Total earnings = 18 x 46. From the table of 46, we find 18 x 46 = 828. Kavya earned 828 rupees.
To help your child truly master these mathematical concepts without the stress of rote learning, we recommend exploring the structured classes at CuriousJr. This program is designed specifically for young learners to build logic and mental math skills through interactive methods. CuriousJr Mental Maths Classes (Grades 1-8) teaches students to solve table-based problems and large multiplications mentally using Vedic math and speed-calculation techniques.

The multiplication table for 46 shows what occurs when you multiply 46 by a series of whole numbers, such as 1, 2, 3, and so on. Adding 46 to itself over and over again is how it can be defined.