July 20, 2025

Multiplication Table of 8

 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!).

MultiplicationResultDescription
0Eight groups of zero is zero.
8Eight groups of one is eight. (8 added one time)
16Eight groups of two is sixteen. (8 added two times)
24Eight groups of three is twenty-four. (8 added three times)
32Eight groups of four is thirty-two. (8 added four times)
40Eight groups of five is forty. (8 added five times)
48Eight groups of six is forty-eight. (8 added six times)
56Eight groups of seven is fifty-six. (8 added seven times)
64Eight groups of eight is sixty-four. (8 added eight times)
72Eight groups of nine is seventy-two. (8 added nine times)
80Eight groups of ten is eighty. (8 added ten times)
88Eight groups of eleven is eighty-eight. (8 added eleven times)
96Eight 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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