How do you do multiplication by 9 in Vedic Maths?

How do you do multiplication by 9 in Vedic Maths?

The rule is when you multiply any number with 9, then the left part of the answer is the result of operation of “original number – number formed by ignoring the one’s place digit – 1”, and the right part is the one’s place digit of the result of multiplication of one’s place digit of original number with 9.

How do you do multiplication by 11 in Vedic Maths?

In Vedic Method, you write down the number being multiplied and put the total of the digits of that number between the two digits. Here, you write 4 and 5 as outer digits, and add pair 4, 5 (4+5=9) and write answer between 4 and 5 as middle digit. Another example in which a carry generated when adding the digits.

Which app is best for Vedic Maths?

MathsApp: Vedic Math Tricks

• Android.
• Technology.
• JEE Mains.
• Google Play (Google Play Store)

How do you multiply by 12 in Vedic Maths?

by 12 we need to just double the last digit of the number and then, double each digit and add it to its neighboring number.

1. For example: 3243 * 12 =?
2. 3243 * 12 = _____6 (Double of Last Digit 3= 6 )
3. 3243 * 12 = ____16 (Now Double 4= 8, and add it to 3, 8+3=11, 1 will get carry over)

How do you multiply by 11 quickly?

Multiply faster! To multiply any two-digit number by 11, simply add the digits of the number together and then put this sum between the original two digits. For example, to quickly find the answer to 11 x 53, start by adding the two digits of the number 53 together to get 5+3=8.

Can you multiply a number with 9 digits in Vedic math?

But, with the help of vedic math formulae, the multiplication is much easier for all ‘9’ digits multiplier. By using the method given below, we can multiply any number with 99,999,9999, etc. very quickly.

How to do multiplicand and multiplier in Vedic math?

Step 1: Add up the digits of each factor (the numbers you want to multiply) and of the product. Step 2: Divide each of the sum of digits by 9, and write down the remainder in each case – the remainder is called the check number. Step 3: Now multiply the check numbers of multiplicand and multiplier. Add the digits of this product.

How to solve case 2 in Vedic math?

Case 2: Multiplying a number with a multiplier having more number of 9’s digits (like 4678 x 999999) Case 3: Multiplying a number with a multiplier having lesser number of 9’s digits (like 1628 x 99) The method to solve ‘Case 1’ and ‘Case 2’ is the same, but for ‘Case 3’, the method is different. Let us start with ‘Case 1’.

How to multiply a number with a series of 9’s?

Case 1: Multiplying a number with a multiplier having equal number of 9’s digits (like 587 x 999) Case 2: Multiplying a number with a multiplier having more number of 9’s digits (like 4678 x 999999) Case 3: Multiplying a number with a multiplier having lesser number of 9’s digits (like 1628 x 99)