Vedic maths square rootmethod.

3 mar 2014

Here is an easy  trick to find square root in just few seconds. Try it on your own. 

Remember: Square of 1 and 9 end in 1
Square of and 8 end in 
Square of 3 and 7 end in 9
Square of 4 and 6 end in 6 
Square of  end in 5


Example: Find square root of 529

Step 15, 29 (make pairs starting from units place)

Step 2: write 2 on tens place as its Square is closest to 5

Step 3: Multiply 2 by next higher digit 2×3 = 6 (as 5 < 6 so select smaller number whose square ends in 9 i.e 3)

Answer 23.

Similarly, square root of 6084 becomes 78.


23 feb 2014
Vedic maths multiplication trick

Here is an easy trick to make long multiplication in just 5 seconds.

Example 1: Calculate   99999999 × 99999999

Step 1: Observe the pattern  9 × 9 = 81
  99 × 99 = 9801
 999 × 999 = 998001
9999 × 9999 = 99980001

Answer :- 9999999800000001

Example 2: Calculate 12345679 × 81

Step 1: Observe the pattern 
12345679 × 9 = 111111111
12345679 × 18 = 222222222
12345679 × 27 = 333333333
12345679 × 36 = 444444444

Answer = 999999999

Example 3: Calculate  666666666 × 666666667
  
Step 1: Observe the pattern 
6×7 = 42
66 × 67 =4422 
666 × 667 = 444222
6666 × 6667 = 44442222

Answer: 444444444222222222


10 feb 2014
Ratio proportion problem

The usal method of solving ratio proportion problems may be time consuming with the given trick, you can reduce your problem solving time. 

Example:- In equal amounts of time three professors are able to solve problems in the ratio of 1.5 : 2.: 3.5, if the professor with the least capability can solve 6 problem in 2 hours, how many problems will the professor with highest ability solve in 3 hours? Assume that they solve problems with uniform speed. 
A) 9          b) 10           c) 15         d) 21              e) 25

Step 1: The ratio of solving problems is 1.5 : 2.5 : 3.5  or 3 : 5 : 7, with 7 being the proportion of problems solved by the best professor. 

Step 2: Thus the number of problems he solves should be a multiple of 7 

Step 3: This condition is met by option 'd' alone. 

Answed : d) 21.

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