How To Multiply 2 X 2 Digit Numbers By Vedic Method Momscribe Follow the general steps : first part : 2 x 3 = 6 (multiplying the left side ) last part : 2 x 1 = 2 (multiplying the right side) middle part : (2 x 1) (2 x 3) = 2 6 = 8 (cross multiplying both sides) the answer is (first part | middle part | last part ) = 682. therefore 22 x 31 = 682. example :2. Vedic mathematics is a collection of formulae techniques called sutras which help us solve arithmetic problems. the techniques are said to have been taken fr.
How To Multiply 2 X 2 Digit Numbers By Vedic Method Momscribe 2. write down the numbers you wish to multiply. on a piece of paper, write the first number of the equation on top and the second number directly below it. draw an equation line below the second number (you will write down the solution to the problem below this line later). This method is used to multiply numbers. it is of immense help in certain cases where traditional multiplication takes a long time to calculate the answer. let us take the case of multiplying the number 9999999 by 9999998. if you go by the traditional method it will take a long time to multiply the numbers and calculate the product. Given below are a few examples of two digit multiplication where there is no carrying over involved: (a) (b) (c) 12 21 32 21 14 11 2: 1 4 : 2 2 : 1 8 : 4 3 : 2 3: 2 = 252 = 294 = 352 an example of two digit numbers where there is a carry over involved: 23 × 14 32 2 ˜ first, we multiply 3 by 4. the answer is 12. we write down 2 and carry over 1. To multiply given numbers with 9999’s , we have an interesting formula, step 1: by one less than one before. step 2: all from nine and last from ten. eg 46 x 99: . 46 is a 2 digit number and 99 also has two 9’s in it. for lhs, subtract 1 from 46, i.e., 46 1 = 45.
How To Multiply 2 Digit Multiplication Vedic Maths Zero Math Given below are a few examples of two digit multiplication where there is no carrying over involved: (a) (b) (c) 12 21 32 21 14 11 2: 1 4 : 2 2 : 1 8 : 4 3 : 2 3: 2 = 252 = 294 = 352 an example of two digit numbers where there is a carry over involved: 23 × 14 32 2 ˜ first, we multiply 3 by 4. the answer is 12. we write down 2 and carry over 1. To multiply given numbers with 9999’s , we have an interesting formula, step 1: by one less than one before. step 2: all from nine and last from ten. eg 46 x 99: . 46 is a 2 digit number and 99 also has two 9’s in it. for lhs, subtract 1 from 46, i.e., 46 1 = 45. See the multiplication of a 3 digit number by a 2 digit number by using moving multiplier. exercise 8.2 (s) multiply the following numbers by using urdhva tiryagbhyam method : 1. 231 × 317 2. 412 × 123 3. 646 × 335 4. 662 × 336 5. 423 × 203 6. 735 × 938 7. 77 × 475 8. 35 × 374 9. 976 × 43 4. multiplication of two 4 digits numbers. Step1: first is to find right hand side of the answer. multiply the right hand side of the numbers. that is 8*8=64. 64 is right hand side of the answer. step2: find left hand of the number. multiply left hand digits and add the right hand digit, which is same for both numbers .
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