Multiplication Tips and Tricks
Some Tips and Tricks
It is best to put the whole table into your memory using Math Trainer - Multiplication, but here are some tricks that may help you remember your times tables.
Everyone thinks differently, so just ignore any tricks that don't make sense to you.
The Best Trick
Every multiplication has a twin, which may be easier to remember.
For example if you forget 8×5, you might remember 5×8. This way, you only have to remember half the table.
|
Tricks by Number
to multiply
by | Trick |
---|---|
2
| add the number to itself (example 2×9 = 9+9) |
5
| the last digit goes 5, 0, 5, 0, ... |
is always half of 10× (Example: 5x6 = half of 10x6 = half of 60 = 30) | |
is half the number times 10 (Example: 5x6 = 10x3 = 30) | |
6
| when you multiply 6 by an even number, they both end in the same digit. Example: 6×2=12, 6×4=24, 6×6=36, etc |
9
|
the last digit goes 9, 8, 7, 6, ...
your hands can help! Example: to multiply 9 by 8, hold your 8th finger down, and count "7" and "2", the answer is 72 |
is 10× the number minus the number. Example: 9×6 = 10×6−6 = 60−6 = 54 | |
when you add the answer's digits together, you get 9. Example: 9×5=45 and 4+5=9. (But not with 9×11=99) | |
10
| put a zero after it |
11
| up to 9x11: just repeat the digit (Example: 4x11 = 44) |
for 10x11 to 18x11: write the sum of the digits between the digits Example: 15x11 = 1(1+5)5 = 165 Note: this works for any two-digit number, but when the sum of the digits is more than 9, we need to"carry the one". Example: 75x11 = 7(7+5)5 = 7(12)5 = 825. | |
12
| is 10× plus 2× |
Remembering Squares Can Help
This may not work for you, but it worked for me. I like remembering the squares (where you multiply a number by itself):
1×1=1 | 2×2=4 | 3×3=9 | 4×4=16 | 5×5=25 | 6×6=36 |
7×7=49 | 8×8=64 | 9×9=81 | 10×10=100 | 11×11=121 | 12×12=144 |
And this gives us one more trick. When the numbers we are multiplying are separated by 2 (example 7 and 5), then multiply the number in the middle by itself and subtract one. See this:
5×5 = 25 is just one bigger than 6×4 = 24 |
6×6 = 36 is just one bigger than 7×5 = 35 |
7×7 = 49 is just one bigger than 8×6 = 48 |
8×8 = 64 is just one bigger than 9×7 = 63 |
etc ... |
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