Multiplication tables are charts or lists that show the results of multiplying numbers. They help you quickly learn and remember multiplication facts.
The multiplication tables from 1 to 100 list the products of numbers 1 to 100 multiplied by integers from 1 to 10. Below, you’ll see these tables organized in sequence.
Table of Content
Tables 1 to 10
Smart Hacks:
- Trick to Remember 5 table: Numbers always end with either 0 or 5 (5, 10, 15, 20...).
- Trick to Remember 9 table: Observe the pattern in the multiples of 9. Notice that the tens digit increases by 1 from right to left, and the ones digit decreases by 1 from left to right.
Tables 11 to 20
Smart Hacks:
- Trick to Remember 11 table: For numbers 1 to 9, just mirror the number to get the answer.
- Trick to Remember 13 table: Split 13 into 1 and 3, write their tables separately, then combine them by adding tens digits where needed.
- Trick to Remember 19 table: Just write the odd numbers in increasing order till 19, and then write the numbers from (0 - 9).
- Trick to Remember 20 table: Just write the table of 2 followed by the zero.
Tables 21 to 30
Smart Hacks
- Trick to Remember 21 table: Write the even numbers in increasing order (2-18) and then the natural numbers (1-9).
- Trick to Remember 27 table: To make the table of 27 easier, you can split 27 into 20 and 7. Then use this trick: 27 × n = (20 × n) + (7 × n) , (n = 1,2,3,4,...).It’s easier to multiply by 20 and 7 separately, then just add the two results. For example: 27 × 2 = (20 × 2) + (7 × 2) = 54.
Tables 31 to 40
Smart Hacks:
- Trick to Remember 39 table: The table of 39 has a cool pattern—its last digits count down from 9 to 0. Like this:
39, 78, 117, 156... the units digits go 9, 8, 7, 6, and so on.
Tables 41 to 50
Smart Hacks:
- Trick to Remember 42 : An easy trick for the table of 42 is to use its factors: 6 × 7. So, instead of doing 42 × n directly, do 7 × n first, then multiply that by 6.
For example: 42 × 4 → 7 × 4 = 28 → 6 × 28 = 168- Trick to Remember 46 table: We can write 46 as (50 - 4), so 46 × n = (50 × n) - (4 × n).This helps to quickly find multiples of 46 using 50 as a base.
Example: 46 × 3 = 150 - 12 = 138.
Tables 51 to 60
Smart Hacks:
- Trick to Remember 53 table: The table of 53 has a unique unit digit pattern—3, 6, 9, 2, 5, 8, 1, 4, 7, 0—cycling through all digits from 1 to 9 without repetition before ending in 0.
- Trick to Remember 58 table: 8, 6, 4, 2, 0, 8, 6, 4, 2, 0. This pattern shows that the unit digits form a loop of even numbers, decreasing by 2 each time and then repeating every 5 steps.
Tables 61 to 70
Smart Hacks:
- Trick to Remember 63 table: 63 is a multiple of 9, so all its multiples will also follow the 9-divisibility rule, making it easy to verify or even spot errors in the table.
- Trick to Remember 66 table: The table of 66 can be understood using the identity 66 = 6 × 11. So, 66 × n = (6 × n) × 11
Tables 71 to 80
Smart Hacks:
- Trick to Remember 78 table: 78 = 80 - 2, so you can find multiples of 78 by subtracting double the number from the 80 table: 78 × n = (80 × n) - (2 × n).The unit digits in the table of 78 form an even loop: 8, 6, 4, 2, 0, 8, 6... It repeats every 5 steps.
Tables 81 to 90
Smart Hacks:
- Trick to Remember 84 table: The table of 84 is special because all values are divisible by 7 and 12, and their digit sums are often divisible by 3 or 6, showing a clear divisibility pattern.
- Trick to Remember 88 table: The table of 88 is easy to follow because 88 = 8 × 11, so all its multiples are also divisible by both 8 and 11. Also, every result ends in an even digit, making the pattern easy to spot.
Tables 91 to 100
Smart Hacks:
- Trick to Remember 91 table: 91 = 7 × 13, every number in the table of 91 is divisible by both 7 and 13.
- Trick to Remember 98 table: The table of 98 is interesting because 98 = 7 × 14, so every multiple of 98 is divisible by both 7 and 14.
