Fastest Way To Multiply Any Number By 11 Vedic Maths Part 2 Youtube

Fastest Way To Multiply Any Number By 11 Vedic Maths Part 2 Youtube Welcome to vedic maths series !!in this part 2 video of vedic mathematics, you will learn how to multiply any number by 11 in just 2 seconds !!this trick wor. Vedic maths techniques are the fastest and the best techniques by which we can perform calculation like multiplication, division, finding square, etc within.

Magic With 11 Part 2 Fastest Method To Multiply Any Number Vedic mathematics simplifies arithmetic operations and these formulas & concepts have increasingly found acceptance across the world. vedic math the ancient. 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. Here is the first example how to multiply 11 with three digits number. example 1. multiply 145 by 11. 0145. write down "units" place number, in other words, extreme right digit. on the right side, here is, 5. for the "tens" place, add the 4 to the its "neighbor" (the 5). write the answer : 9 below the 4. for the "hundreds" place, add the 1. Let’s use the example of 25^2. the first digit here is 2. step 2: square the first digit and add 1. in our example, 2^2 = 4 1 = 5. step 3: multiply the first digit by the number formed in step 2. so, 2 x 5 = 10. step 4: append a 25 to the end of the product from step 3. this gives us 1025.

Fastest Way To Multiply Any Number With 11 вђ Vedic Mat Here is the first example how to multiply 11 with three digits number. example 1. multiply 145 by 11. 0145. write down "units" place number, in other words, extreme right digit. on the right side, here is, 5. for the "tens" place, add the 4 to the its "neighbor" (the 5). write the answer : 9 below the 4. for the "hundreds" place, add the 1. Let’s use the example of 25^2. the first digit here is 2. step 2: square the first digit and add 1. in our example, 2^2 = 4 1 = 5. step 3: multiply the first digit by the number formed in step 2. so, 2 x 5 = 10. step 4: append a 25 to the end of the product from step 3. this gives us 1025. With the help of this method , we can multiply any number in just 2 3 seconds. 1 place zero at right side of the multiplicand. 2 keep on adding each digit of the multiplicand from extreme right to its neighbour till end , if any stage sum is obtained greater than 10 then carry of 1 will be added to next step. Step 1. multiply 3 to unit digits of 526. 3×6 = 18, because 18 is a two digit number, we write 8 in one's place and 1 in the tens place above 2. step 2. multiply 2×3 4×6 carried number i.e., 1. we get 2 × 3 4 × 6 1 = 31, we write 1 in the tens place and 3 in the hundreds place above 5. step 3.