Table of 301 helps students practice multiplication step by step. Learning the table of 301 improves number sense and confidence. Students can revise using a free printable PDF of the Table of 301 anytime.
The Table of 301 chart explains how 301 is multiplied from 1 to 20 in an easy-to-read table. Learners can go through each value without confusion.

The multiplication table of 301 displays the products of 301 multiplied by whole numbers. Each step adds 301 to the previous value. Practicing the table of 301 helps students understand multiplication sequences.
| Multiplicand | Operation | Multiplier | Result | |
| 301 | x | 1 | = | 301 |
| 301 | x | 2 | = | 602 |
| 301 | x | 3 | = | 903 |
| 301 | x | 4 | = | 1204 |
| 301 | x | 5 | = | 1505 |
| 301 | x | 6 | = | 1806 |
| 301 | x | 7 | = | 2107 |
| 301 | x | 8 | = | 2408 |
| 301 | x | 9 | = | 2709 |
| 301 | x | 10 | = | 3010 |
| 301 | x | 11 | = | 3311 |
| 301 | x | 12 | = | 3612 |
| 301 | x | 13 | = | 3913 |
| 301 | x | 14 | = | 4214 |
| 301 | x | 15 | = | 4515 |
| 301 | x | 16 | = | 4816 |
| 301 | x | 17 | = | 5117 |
| 301 | x | 18 | = | 5418 |
| 301 | x | 19 | = | 5719 |
| 301 | x | 20 | = | 6020 |
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Reading the table of 301 starts from the first multiple and moves forward. Each answer is formed by adding 301 to the previous one.
301 times 1 equals 301
301 times 2 equals 602
301 times 3 equals 903
301 times 4 equals 1204
301 times 5 equals 1505
301 times 6 equals 1806
301 times 7 equals 2107
301 times 8 equals 2408
301 times 9 equals 2709
301 times 10 equals 3010
301 times 11 equals 3311
301 times 12 equals 3612
301 times 13 equals 3913
301 times 14 equals 4214
301 times 15 equals 4515
301 times 16 equals 4816
301 times 17 equals 5117
301 times 18 equals 5418
301 times 19 equals 5719
301 times 20 equals 6020
The table of 301 in words explains multiplication results using short and clear sentences.
Three hundred one times one is three hundred one
Three hundred one times two is six hundred two
Three hundred one times three is nine hundred three
Three hundred one times four is one thousand two hundred four
Three hundred one times five is one thousand five hundred five
Three hundred one times six is one thousand eight hundred six
Three hundred one times seven is two thousand one hundred seven
Three hundred one times eight is two thousand four hundred eight
Three hundred one times nine is two thousand seven hundred nine
Three hundred one times ten is three thousand ten
Three hundred one times eleven is three thousand three hundred eleven
Three hundred one times twelve is three thousand six hundred twelve
Three hundred one times thirteen is three thousand nine hundred thirteen
Three hundred one times fourteen is four thousand two hundred fourteen
Three hundred one times fifteen is four thousand five hundred fifteen
Three hundred one times sixteen is four thousand eight hundred sixteen
Three hundred one times seventeen is five thousand one hundred seventeen
Three hundred one times eighteen is five thousand four hundred eighteen
Three hundred one times nineteen is five thousand seven hundred nineteen
Three hundred one times twenty is six thousand twenty
In the table of 301 using the repeated addition method, each step adds 301 repeatedly. For example, 301 × 3 means 301 + 301 + 301.
|
Multiplication |
Repeated Addition |
Answer |
|
301 × 1 |
301 |
301 |
|
301 × 2 |
301 + 301 |
602 |
|
301 × 3 |
301 + 301 + 301 |
903 |
|
301 × 4 |
301 + 301 + 301 + 301 |
1,204 |
|
301 × 5 |
301 + 301 + 301 + 301 + 301 |
1,505 |
|
301 × 6 |
301 + 301 + 301 + 301 + 301 + 301 |
1,806 |
|
301 × 7 |
301 + 301 + 301 + 301 + 301 + 301 + 301 |
2,107 |
|
301 × 8 |
301 + 301 + 301 + 301 + 301 + 301 + 301 + 301 |
2,408 |
|
301 × 9 |
301 + 301 + 301 + 301 + 301 + 301 + 301 + 301 + 301 |
2,709 |
|
301 × 10 |
301 + 301 + 301 + 301 + 301 + 301 + 301 + 301 + 301 + 301 |
3,010 |
Example 1: A cyclist travels 301 meters every lap. How many meters will the cyclist cover in 4 laps?
Solution:
Distance per lap = 301 meters
Number of laps = 4
Total distance = 301 × 4 = 1204 meters
Answer: The cyclist covers 1204 meters.
Example 2: A warehouse packs 301 boxes in one batch. How many boxes will be packed in 6 batches?
Solution:
Boxes in one batch = 301
Number of batches = 6
Total boxes = 301 × 6 = 1806
Answer: There are 1806 boxes in total.
Example 3: A factory produces items equal to 301 × 5. If 220 items are damaged, how many items remain?
Solution:
Total items produced = 301 × 5 = 1505
Remaining items = 1505 − 220 = 1285
Answer: 1285 items remain.
Example 4: A school buys 3 bundles. Each bundle contains 301 notebooks. How many notebooks are bought in total?
Solution:
Notebooks in one bundle = 301
Number of bundles = 3
Total notebooks = 301 × 3 = 903
Answer: The school buys 903 notebooks.
Example 5: Find the value of the expression 301 × 8 − 108
Solution:
First, multiply: 301 × 8 = 2408
Now subtract: 2408 − 108 = 2300
Answer: The final value is 2300.
Using the table of 301, 301 × 15 = 4515.
From the table of 301, 301 × 19 = 5719.
According to the table of 301, 301 × 18 = 5418. So, 301 must be multiplied by 18.
Using the table of 301, 301 × 13 = 3913.
The 10th multiple of 301 is 301 × 10 = 3010.
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