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Multiplication of Numbers with 5, 25,50,75,125 by vedicmathschool

Multiplication of Any Number with 5, 25, 50, 75, 125 Using Vedic Math–Step-by-Step Process Explained

Multiplication of any number with 5, 25, 50, 75 and 125 can be done a lot faster through the vedic math method. It is surprisingly easy too when compared with the primitive multiplication techniques. In this article, we are going to observe in depth how easy it is to multiply any number with 5, 25, 50, 75 and 125 with speed and accuracy. 

Steps for Multiplication of Any Number with 5

  1. Multiply the number by 10. This just adds a zero to the end of the number.
  2. Divide the result by 2. This gives you the final answer.

Example 1: Multiply 2846 by 5

  • Step 1: Multiply 2846 by 10 = 28460.
  • Step 2: Divide 28460 by 2 = 14230.
  • Answer: 2846 × 5 = 14230.

Example 2: Multiply 2986 by 5

  • Step 1: Multiply 2986 by 10 = 29860.
  • Step 2: Divide 29860 by 2 = 14930.
  • Answer: 2986 × 5 = 14930.

Practice Questions

Try these practice problems to sharpen your skills!

  1. 126 × 5
  2. 89 × 5
  3. 258 × 5
  4. 29864 × 5
  5. 2845 × 5

Video Tutorial

For video explanation, make sure that you check out our video on the Multiplication of Any Number with 5 Using Vedic Math.

How to Perform Multiplication of Any Number with 25

Here is how you can multiply a number by 25, all without pencil and paper:

  1. Divide the Number by 4: Divide the number you want to multiply by 25 by 4. You will have a smaller number which is easier to manage.
  2. Multiply the result by 100 After you have divided, multiply by 100. That flips your answer so the result is placed in the hundreds. This effectively finishes the multiplication by 25.

Let’s see this technique in action with examples:

Example 1: 138 × 25

  1. Divide by 4: 138 ÷ 4 = 34.5
  2. Multiply by 100: 34.5 × 100 = 3450 
  3. So, 138 × 25 = 3450.

Example 2: 72 × 25

  1. Divide by 4: 72 ÷ 4 = 18
  2. Multiply by 100: 18 × 100 = 1800
  3. Thus, 72 × 25  = 1800

Example 3: 50 × 25

  1. Divide by 4: 50 ÷ 4 = 12.5 
  2. Multiply by 100: 12.5 × 100 = 1250
  3. Therefore, 50 × 25 = 1250

Practice Questions

Try these practice problems to sharpen your skills!

  1. 138 × 25
  2. 89 × 25
  3. 262 × 25
  4. 3371 × 25
  5. 4869 × 25

Video Tutorial

For a video explanation, check out our video on multiplying Any Number by 25 Using Vedic Math.

Step-by-Step Method for Multiplying Any Number by 50

While multiplying any number with 50, we will transform 50 into 100 divided by 2 for easier and faster calculations. It is highly advised that you read our previous articles on multiplying any numbers 5 and 25 for better understanding. 

Follow this two-step approach to quickly multiply any number by 50:

  1. Divide the Number by 2: Begin by dividing your target number by 2.
  2. Multiply by 100: Multiply the result by 100. This scales your answer to reflect multiplication by 50.

Now let’s understand better with some examples:

Example 1: 138 × 50

  1. Divide by 2: 138 ÷ 2 = 69
  2. Multiply by 100: 69 × 100 = 6900

Thus, 138×50=6900.

Example 2: 80 × 50

  1. Divide by 2: 80÷2=40
  2. Multiply by 100: 40×100=4000

So, 80×50=4000

Example 3: 45 × 50

  1. Divide by 2: 45÷2=22.5
  2. Multiply by 100: 22.5×100=2250

Therefore, 45×50=2250.

Practice Questions

Try these practice problems to sharpen your skills!

  1. 56 × 50
  2. 92 × 50
  3. 125 × 50
  4. 63 × 50
  5. 37 × 50

Video Tutorial

For video explanation, make sure that you check out our video on the Multiplication of Any Number with 50 Using Vedic Math.

Step-by-Step Method for Multiplying Any Number by 75

Follow this two-step approach to quickly multiply any number by 50:

  1. Multiply the number with 300: In this step, we simply multiply the multiplicand with 300 and move to the next step.
  2. Divide the number by 4: In this step, we divide the number by 4 that we got after multiplying with 300. 

Examples to Practice

Let’s understand this concept better with some examples:

Example 1: 89 x 75

  1. Multiply with 300 : 89 x 300 = 26700
  2. Divide the number by 4: 26700 ÷ 4 =  6675

Thus,  89 x 75 = 6675

Example 2: 278 x 75

  1. Multiply with 300: 278 x 300 = 83400
  2. Divide the number by 4: 83400 ÷ 4 = 20850

So, 278 x 75 =20850

Example 3: 358 x 75

  1. Multiply with 300 : 358 x 300 = 107400
  2. Divide the number by 4: 107400 ÷ 4 = 26850

Therefore, 358 x 75 = 26850

While multiplying, we saw it in several instances, we had to multiply the numbers with three. In this situation, we must multiply the number by three and simply add 2 more zeroes. 

Practice Questions

Try these practice problems to sharpen your skills!

  1. 1260 x 75
  2. 1748 x 75
  3. 8925 x 75
  4. 28763 x 75

For a video explanation, check out our video on multiplying Any Number by 75 Using Vedic Math.

Step-by-Step Method for Multiplying Any Number by 125

Follow this two-step approach to quickly multiply any number by 50:

  1. Multiply the number with 1000: In this step, we simply multiply the multiplicand with 1000 and move to the next step.
  2. Divide the number by 8: In this step, we divide the number that we got after multiplying with 1000. 

Let’s understand this with some examples:

Example 1: 87 x 125

  1. Multiply with 1000: 87 x 1000 = 87000
  2. Divide the number by 8: 87000 ÷ 8 = 10875

Thus, 87 x 125 =10875

Example 2: 175 x 125

  1. Multiply with 1000: 175  x 1000 = 175000
  2. Divide the number by 8: 175000 ÷ 8 = 21875

So, 175 x 125 = 21875

Example 3: 255 x 125

  1. Multiply with 1000: 255 x 1000 = 255000
  2. Divide the number by 8: 255000 ÷ 8 = 31875

Therefore, 255 x 125 = 31875

Practice Questions

Try these practice problems to sharpen your skills!

  1. 4266 x 125
  2. 2875 x 125
  3. 287 x 125
  4. 28763 x 125

For a video explanation, check out our video on multiplying Any Number with 125 Using Vedic Math.

Learning to multiply numbers with 5, 25, 50, 75, and 125 using Vedic Math is not just about faster calculations, instead it’s about gaining confidence and enjoying math. These step-by-step techniques are simple, quick, and highly effective. Vedic math makes complex multiplications feel like a breeze. With a bit of practice, you’ll master these methods and impress everyone with your speed and accuracy.

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