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Table of 125: Easy Multiplication, Tricks, and Practice

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How to Memorize and Use the 125 Times Table

A mathematical table shows the results of multiplying two numbers. Multiplication is also known as repeated addition. To make it more clear that multiplication is a repeated addition or not, let's take an example. We know that 4 3 = 12 and when we add 4 three times i.e, 4 + 4 + 4 =12 (repeated addition) from this we say that multiplication is not but a repeated addition. Students need to memorize the multiplication table because it helps them to perform the multiplication table faster and also it helps the students to solve calculation problems easily.


Multiplication Table of 125

Multiplication tables are easy to learn. In the same way 125 table is also easy to learn. The table of 125 is the multiplication table which shows the multiples of 125 with different whole numbers and this 125 table gives the factors 125.


Below is 125 Table


125

$\times$

1

125

125

$\times$

2

250

125

$\times$

3

375

125

$\times$

4

500

125

$\times$

5

625

125

$\times$

6

750

125

$\times$

7

875

125

$\times$

8

1000

125

$\times$

9

1125

125

$\times$

10

1250

125

$\times$

11

1375

125

$\times$

12

1500

125

$\times$

13

1625

125

$\times$

14

1750

125

$\times$

15

1875

125

$\times$

16

2000

125

$\times$

17

2125

125

$\times$

18

2250

125

$\times$

19

2375

125

$\times$

20

2500

Deriving the Multiplication Table of 125


100 times table

125 times table = 100 times table + 25 times table

100 x 1

100

100 + (25 x 1)

100 + 25

125

100 x 2

200

200 + (25 x 2)

200 + 50

250

100 x 3

300

300 + (25 x 3)

300 + 75

375

100 x 4

400

400 + (25 x 4)

400 + 100

500

100 x 5

500

500 + (25 x 5)

500 + 125

625

100 x 6

600

600 + (25 x 6)

600 + 150

750

100 x 7

700

700 + (25 x 7)

700 + 175

875

100 x 8

800

800 + (25 x 8)

800 + 200

1000

100 x 9

900

900 + (25 x 9)

900 + 225

1125

100 x 10

1000

1000 + (25 x 10)

1000 + 250

1250

Multiplication Table of 125 Up To 20 Times in Words

The 20 times multiplication table of 125 is written in the following way:

  • One Hundred And Twenty-Five times One gives us One Hundred And Twenty-Five.

  • One Hundred And Twenty-Five times Two gives us Two Hundred And Fifty.

  • One Hundred And Twenty-Five times Three gives us Three Hundred And Seventy-Five.

  • One Hundred And Twenty-Five times Four gives us five Hundred.

  • One Hundred And Twenty-Five times Five gives us Six Hundred And Twenty-Five.

  • One Hundred And Twenty-Five times Six gives us Seven Hundred And Fifty

  • One Hundred And Twenty-Five times Seven gives us Eight Hundred And Seventy-Five

  • One Hundred And Twenty-Five times Eight gives us One Thousand

  • One Hundred And Twenty-Five times Nine gives us One Thousand, One Hundred And Twenty-Five

  • One Hundred And Twenty-Five times Ten gives us One Thousand, Two Hundred And Fifty.

  • One Hundred And Twenty-Five times Eleven gives us One Thousand, Three Hundred And Seventy-Five.

  • One Hundred And Twenty-Five times Twelve gives us One Thousand, Fifteen Hundred.

  • One Hundred And Twenty-Five times Thirteen gives us One Thousand, Six Hundred And Twenty Five.

  • One Hundred And Twenty-Five times Fourteen gives us One Thousand, Seven Hundred And Fifty.

  • One Hundred And Twenty-Five times Fifteen gives us One Thousand, Eight Hundred And Seventy-Five.

  • One Hundred And Twenty-Five times Sixteen gives us Two Thousands.

  • One Hundred And Twenty-Five times Seventeen gives us Two Thousand, One Hundred And Twenty-Five.

  • One Hundred And Twenty-Five times Eighteen gives us Two Thousand, Two Hundred And Fifty.

  • One Hundred And Twenty-Five times Nineteen gives us Two Thousand, Three Hundred And Seventy-Five.

  • One Hundred And Twenty-Five times Twenties gives us Two Thousand, Five Hundred.


How do You Multiply Any Two Digit Number With 125 in Two Seconds?

We can multiply any 2 digit number by 125 in seconds. Surprising right ! Let's see how ?


Here, we will apply a trick that has 2 steps.

  • Step 1: Divide the given number by 8.

  • Step 2: Now multiply the result obtained in step 1 by 1000 to get your answer.


Let us consider a few examples:

Problem 1: 64 x 125

Here, you notice that 64 is easily divisible by 8 so let us start with the trick now.

  • Step 1: Divide 64 by 8

Here, after dividing 64 by 8 we get the result as 8

  • Step 2: Add three zeros after the number you obtained, like here you got 8. Adding three zeros to right side of 8 gives us 8000

Answer: So, your answer is 8,000 on multiplying 64 with 125.


Examples of 125 Times Table

Though 125 is a big number 125 Multiplication Table isn’t difficult as it seems, it can be understood in the simplest way:

The trick we will use here will be substituting 125 by $\dfrac{1000}{8}$, as $\dfrac{1000}{8}$ gives you 125.


Example 1: 22 x 125

Solution: So, $22 \times \dfrac{1000}{8}$ = $\dfrac{ 22,000}{8}$ which gives you 275.


Example 2: Another example of 6021 x 125:

Solution: So, 6021 x 125 = $6021 \times \dfrac{1000}{8}$ = $\dfrac {6021000}{8}$

On solving, we get 752625.


Solved Examples

1. What is the cost of 6 notebooks , if each notebook costs Rs. 125?

Solution: The cost of one notebook = Rs. 125

Then, the cost of 6 notebooks = 6 ×125 = 750

Therefore, the cost of 6 notebooks is Rs.750.


2. What is the value of 7 125

Solution: From the multiplication table of 125 we know that 7 125 =875. We can also get the answer by doing the repeated addition i.,e 125+125+125+125+125+125+125 = 875.


3. A vendor sells vegetables to 125 customers per day. He can sell vegetables to many customers in 6 days?

Solution: Given that the vendor sells vegetables to 125 customers per day.

Therefore in 6 days vendor can sell vegetables to 750 members i.,e 125 6 = 750 members


Practise Questions

1. What is the value of 125 125

  1. 15,625

  2. 17755

  3. 25255

  4. 25674

Ans: a


2. What is the value of 125 15

  1. 3189

  2. 1875

  3. 1200

  4. 1799

Ans: b


3. What is the value of 125 5

  1. 225

  2. 650

  3. 625

  4. 720

Ans: c


Conclusion

In this article we have discussed the multiplication table of 125. The table of 125 helps you to solve multiplication and calculation with large numbers easily. Also, we have derived the 125 times table from the table of other numbers as we did with the 100 times table.

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FAQs on Table of 125: Easy Multiplication, Tricks, and Practice

1. What is the multiplication table of 125 up to 10?

The multiplication table of 125 consists of all the products of 125 with consecutive whole numbers. The first ten multiples are:

  • 125 × 1 = 125

  • 125 × 2 = 250

  • 125 × 3 = 375

  • 125 × 4 = 500

  • 125 × 5 = 625

  • 125 × 6 = 750

  • 125 × 7 = 875

  • 125 × 8 = 1000

  • 125 × 9 = 1125

  • 125 × 10 = 1250

2. Is there an easy trick to memorise the 125 times table?

Yes, there's a very effective trick. Since 125 is equal to 1000 ÷ 8, you can multiply any number by 125 by first multiplying it by 1000 (adding three zeros) and then dividing the result by 8. For example, to calculate 125 × 6, you can calculate (6 × 1000) ÷ 8, which is 6000 ÷ 8 = 750.

3. How can the table of 125 be used to solve real-life problems?

The table of 125 is useful for solving problems involving repeated addition or scaling. For example: If a person jogs 8 kilometres every day, how many kilometres will they jog in 125 days? By using the table, you can directly calculate the total distance: 8 × 125 = 1000 kilometres. This is much faster than adding 8 to itself 125 times.

4. What pattern do the last digits of the multiples in the 125 times table follow?

The last digits of the multiples in the 125 times table follow a simple, repeating pattern. The last digit is always either a 5 or a 0. It alternates with each multiple:

  • 125 × 1 = 125
  • 125 × 2 = 250
  • 125 × 3 = 375
  • 125 × 4 = 500

This happens because when you multiply 125 by an odd number, the result ends in 5. When you multiply it by an even number, the result ends in 0.

5. How do you find a missing number in an equation like 125 × ? = 1625?

To find the missing number in a multiplication equation, you use the inverse operation, which is division. If you have 125 × ? = 1625, you can find the unknown value by dividing 1625 by 125.
So, ? = 1625 ÷ 125.
From the table of 125, we know that 125 × 13 = 1625. Therefore, the missing number is 13.

6. Why is understanding the table of 125 useful for calculations involving fractions and percentages?

Understanding the table of 125 is very useful because 125 has a special relationship with 1000. Specifically, 125 is exactly 1/8th of 1000. This connection is powerful for mental maths. For instance, finding 12.5% of a number is the same as dividing that number by 8. So, calculating 12.5% of 800 is the same as 800 ÷ 8, which is 100. This makes complex percentage calculations much simpler.

7. What are the factors of 125, and how are they different from its multiples?

It's important to understand the difference between factors and multiples.

  • Factors are numbers that divide evenly into another number. The factors of 125 are 1, 5, 25, and 125, because these are the only numbers that can be multiplied to get 125 (e.g., 5 × 25 = 125).
  • Multiples are the results of multiplying a number by other integers. The multiples of 125 are 125, 250, 375, 500, and so on. These are the numbers that make up the 125 times table.

In short, factors are what you multiply to get the number, while multiples are what you get when you multiply the number itself.