Learn Vedic Maths from India’s Top Rated Instructors

This video of Vedic Math focuses on finding the solution of simultaneous linear equations using Vedic Math Sutras. The video is for students in class nine and above.

In this video, we will be learning a method to find the solution of simultaneous linear equations using the sutra Anurupye Shunyamanyath.

It means that if one is in ratio, the other will be equal to zero.

We first check the ratios of the coefficients and if two of them are equal then, we can say that the value of the remaining variable is zero. We can find the value of the other variable by putting the value of the previously mentioned variable as zero.

Example

Solve: 15x + 24y = 120 and 30x + 33y = 240

Answer:

Ratio of coefficients of x:

15 : 30 = 1:2

Ratio of coefficients of constant terms:

120 : 240 = 1:2

Since, ratio of coefficient terms = Ratio of constant terms

Therefore, y = 0

Hence, 15x + 24(0) = 120.

x = 120 / 15

x = 8

So, x = 8 and y = 0.

Stay tuned to learn more about Vedic Maths!