Here's the multiplication table of 11, along with a description of what each entry means:
Multiplication Table of 11
The "table of 11 multiplication" shows what happens when you add the number 11 to itself a certain number of times. It's essentially counting by elevens. For example, means you add 11 four times ().
The 11 times table is quite easy to remember, especially for the numbers 1 through 9!
Multiplication | Result | Description |
0 | Eleven groups of zero is zero. | |
11 | Eleven groups of one is eleven. (11 added one time) | |
22 | Eleven groups of two is twenty-two. (11 added two times) | |
33 | Eleven groups of three is thirty-three. (11 added three times) | |
44 | Eleven groups of four is forty-four. (11 added four times) | |
55 | Eleven groups of five is fifty-five. (11 added five times) | |
66 | Eleven groups of six is sixty-six. (11 added six times) | |
77 | Eleven groups of seven is seventy-seven. (11 added seven times) | |
88 | Eleven groups of eight is eighty-eight. (11 added eight times) | |
99 | Eleven groups of nine is ninety-nine. (11 added nine times) | |
110 | Eleven groups of ten is one hundred ten. (11 added ten times) | |
121 | Eleven groups of eleven is one hundred twenty-one. (11 added eleven times) | |
132 | Eleven groups of twelve is one hundred thirty-two. (11 added twelve times) |
Key Takeaways & The Simple Rules:
For single-digit numbers (1 to 9):
To multiply 11 by any single-digit number, simply write that digit twice.
Example:
Example:
For two-digit numbers (like 10, 11, 12):
This trick is a little different but still easy!
For : We know from the 10 times table it's 110. (Just add a zero to 11).
For : Write the first digit (1), then the sum of the digits (), then the last digit (1). So, 121.
For :
Take the number you're multiplying by (12).
Separate its digits: 1 and 2.
Add them together: .
Place the sum in between the separated digits: .
So, .
This pattern makes the 11 times table straightforward to learn and recall!
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