Question

Any 3 rules of vedic maths with its examples

Answer 1

Answer:-

1. Ekadhikena purvena Square of numbers ending in five 15^2 shall answered end up in 25 with tensing answer as taking remaining digits other than 5 adding 1 to it and multiplying. 1+1=2. (1*2=2) 15^2=225. 195^2=(19*20)/25=38025

2. If the units place add up to 10 with remaining digits being same then too apply the same result. 23*27 here 3+7=10, remaining digit is 2. So, (2*3)/21=621 this uses the antyordasakepi rule. 33*38=(3*4)/24=1224

3. Yavadunamtavadunikrutyam vargamca yojayet 13^2=(13+3)/3^2=169. 13 is three more than ten. So 13+3 is 16 and 3^2 is 9. 113^2 =(113+13)/13^2=(126)/169 but the base 100 has two zeros so 1 of 169 has to be carried to 126 so 12769 is the square of 113.

Answer 2

wait I think it's right answer

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