Here's the multiplication table of 8, along with a description of what each entry means:
Multiplication Table of 8
The "table of 8 multiplication" shows what happens when you add the number 8 to itself a certain number of times. It's essentially counting by eights. For example, means you add 8 three times (). You can also think of it as doubling the 4 times table (or doubling the 2 times table twice!).
| Multiplication | Result | Description |
| 0 | Eight groups of zero is zero. | |
| 8 | Eight groups of one is eight. (8 added one time) | |
| 16 | Eight groups of two is sixteen. (8 added two times) | |
| 24 | Eight groups of three is twenty-four. (8 added three times) | |
| 32 | Eight groups of four is thirty-two. (8 added four times) | |
| 40 | Eight groups of five is forty. (8 added five times) | |
| 48 | Eight groups of six is forty-eight. (8 added six times) | |
| 56 | Eight groups of seven is fifty-six. (8 added seven times) | |
| 64 | Eight groups of eight is sixty-four. (8 added eight times) | |
| 72 | Eight groups of nine is seventy-two. (8 added nine times) | |
| 80 | Eight groups of ten is eighty. (8 added ten times) | |
| 88 | Eight groups of eleven is eighty-eight. (8 added eleven times) | |
| 96 | Eight groups of twelve is ninety-six. (8 added twelve times) |
Key Takeaway:
All Even Numbers: Since 8 is an even number, all the products in the 8 times table will also be even numbers.
Doubling Trick: The 8 times table is directly related to the 4 times table and the 2 times table.
To find , you can calculate , then double that result, and then double it again. For example, : , , .
Or, you can simply double the 4 times table: If you know , then .
Pattern for Units Digit (up to ): The units digits of the 8 times table products follow a pattern: 8,6,4,2,0,8,6,4,2,0.
The "Subtract 2" Tens Digit Trick (8×1 to 8×10):
For 8×1=8
For 8×2=16 (The tens digit is 1 less than 2, the units digit is 6)
For 8×3=24 (The tens digit is 2 less than 3, the units digit is 4)
This pattern (tens digit is 2 less than the multiplier, units digit decreases by 2) works for 8×1 to 8×5. After 8×5, the tens digit increases by 1 for each step, and the units digit continues its pattern.

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