In such a context the Sutra says the ‘other’ variable is zero from which we get two simple equations in the first variable (already considered) and of course give the same value for the variable. We use this Sutra in solving a special type of simultaneous simple equations in which the coefficients of ‘one’ variable are in the same ratio to each other as the independent terms are to each other. Anurupye – Sunyamanyat – If one is in ratio the other one is 0 For example, as x is common factor in the equation “14x + 5x…… = 7x + 3x….”, x will equal to 0.Īccording to the definition, Since x+3 is a common factor, x + 3 = 0 that’s why, x = -3Ĭalculation with a simple algebraic method, Sunyam Samya Samuccaya – When the sum is the same, the sum is zero Result: Quotient = 315 and Remainder = 4 5. Step 3: Multiply the first digit with the above result i.e., -2. Step 2: Separate the last digit of the dividend from the rest to calculate the remainder. Step 1: Write the negative of the last number of the divisor under the dividend. Paraavartya Yojayet – Transpose and adjustįor dividing large numbers by number greater than 10. Step 4: Multiply the first digit of both the number and put it at the most beginning.Step 3: Place Step 1 at the end and Step 2 at the beginning.Step 2: Multiply numbers diagonally and add them.Urdva – Triyagbhyam – Vertically and crosswiseįor multiplication of any two two-digit numbers,
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