Vedic Mathematics : Vedic Mathematics
What is Vedic Mathematics ? : What is Vedic Mathematics ? A unique way of pedagogy for Mathematics Based on sutras/aphorism of Vedic Mathematics It makes learning Mathematics fun, interesting and easy It makes students conceptually strong in Math Optimum utilization of both (left & right) hemispheres of brain.
Thus, adds a new dimension to the personality
Find 32x38 : Find 32x38 2 16 12 8x2=16 x 3x(3+1)
=3x4
=12 Ans: 1216 3 8 3 Note : (i) Units place add to 2+8=10 (ii) Tens place is same; in this example it is 3
Find 43x47 : 4 Find 43x47 7 21 20 7x3=21 x 4x(4+1)
=4x5=20 Ans: 2021 3 4
29 Table : 9 8 7 6 5 4 3 29 Table 2 1 0 2 5 8 11 14 17 20 23 26 29 Subtract one from unit’s place Add three to ten’s place 29 = 20 + 9 = 30 – 1 = 3(-1) 3 -1
19 Table : 9 8 7 6 5 4 3 19 Table 2 1 0 1 3 5 7 9 11 13 15 17 19 Subtract one from unit’s place Add two to ten’s place 19=10+9 = 20-1 = 2(-1) 2 -1
Find 21 x 32 : Find 21 x 32 2 1 3 2 LP RP MP 6 Ans: 672 X 7 2 1x2 (1x3) = + (2x2) =6 2x3 + 3 4 =7 =2
Find (3x+1) x (2x+1) : Find (3x+1) x (2x+1) 3 1 2 1 LP RP MP 6 Ans: 6x2 + 5x + 1 X 5 1 1x1 (1x2) = + (3x1) =6 2x3 + 2 3 =5 =1
Find 1024 / 9 : Find 1024 / 9 1 0 9 1 7 1 2 1+0 4 1 1+2 3 3+4 Quotient Dividend Divisor Remainder
Find 21012 / 9 : Find 21012 / 9 2 1 9 2 4 2 0 2+1 1 3 3+0 3 3+1 Quotient 2 4+2 6 Remainder
Advantages: : Advantages: Problems can be solved with amazing speed and accuracy Knowing multiplication tables up to 5 is sufficient to solve any calculation. Vedic Mathematics can be mastered in less time with ease Answers can be verified quickly Utilizes both the left-brain (logic) and the right brain (creativity) Mathematics become playful, removes the fear and anxiety of Mathematics.
Application of Vedic Mathematics: : Application of Vedic Mathematics: Arithmetic Cube root of 941192 Product of Squares (482 + 562 / 712) in one line, in just few seconds For all these questions we can get the answers in one line. Multiplication of 4 x 4 digits e.g. 1342 x 1232
Application of Vedic Mathematics: : Application of Vedic Mathematics: Algebra (12x4 + 41x3 + 81x2 + 79x + 42) / (3x2 + 5x + 7) (x3 + 3x2 - 2x + 4) * (3x2 + 5x + 2) All these questions are made easy with the help of Vedic Math Solve for x: 3x2 + 5x - 7 = 0
Application of Vedic Mathematics: : Application of Vedic Mathematics: Trigonometry Prove: ( 1 - cos2x + sin2x ) / (1 + cos2x + sin2x ) = tanx Geometry Is 12x2 - 7xy - 10y2 + 13x + 45y - 35 = 0
represents two straight lines? Calculus ? x5 ex dx
Dr. Ramesh Kolluru(Ph.d) : Dr. Ramesh Kolluru(Ph.d) “Head of Vedic Math Department” Email: vedicmaths@vvmvp.org Mobile No.: +91-97 402-11998 Office No.: +91-80-2843-2205
Thank you : Thank you