# Find Square of any number within 10 seconds

Today i am going to share an interesting vedic maths trick. At first you will find it difficult but with practice, you will be able to find square of any number within 10 seconds.

### Square numbers ending in 25

3252 = 105625

Step 1. 325 = 3_25 => 3

Step 2. Square the number from Step 1: 32 = 9

Step 3. Divide the number from Step 1 by 2: 3/2 =1.5

Step 4. Add Step 2 and Step 3 : 9 + 1.5 = 10.5

Step 5. Multiply the number from Step 4 by 10: 10.5 * 10 =105

Step 6. Write the number 625 next to the result from Step 5: 105_625 = 105625

### Square numbers between 80 and 130

#### # Above 100

1032 = 10609

Step 1. Add the number to the ones digit:
103 + 3 = 106

Step 2. Square the ones digit number ( if the result is a single digit put a 0 in front of it):
32 = 09

Step 3. Place the result from Step 2 next to the result from Step 1 : 10609

#### # Below 100

972 = 9409

Step 1. Subtract the number from 100: 100- 97 = 3

Step 2. Subtract the number ( from Step 1) from original number : 97-3 =94

Step 3. Square the result from Step 1 ( if the result is a single digit put a 0 in front of it) : 32 = 09

Step 4. Place the result from Step 3 next to the result from Step 2: 9409

### Square numbers between 30 and 80

#### # Below 50

482 = 2304

Step 1 . Subtract the number from 50: 50-48=2

Step 2 . Subtract the result ( from Step 1 ) from 25: 25-2 =23

Step 3 . Square the result from Step 1 ( if the result is a single digit put a 0 in front of it ) : 22 = 04

#### # Above 50

532 = 2809

Step 1. Add 25 to the ones digit: 25 + 3 = 28

Step 2. Square the ones digit number ( if the result is a single digit put a 0 in front of it ) : 32 = 09

Step 3. Place the result from Step 2 next to the result from Step 1 : 2809

## Square numbers ending in 5

352 = 1225

Step 1. Multiply the first digit by the first digit plus one: 3 * ( 3 + 1 ) = 12

Step 2. Write the numbers 25 next to the result from Step 1 : 1225

### Square numbers between 10 and 19

142 = 196

Step 1: Add the number to the ones digit : 14 + 4 = 18

Step 2: Multiply the number from Step 1 by 10: 18 *10 = 180

Step 3: Square the ones digit number 42 = 16

Step 4: Add Step 2 and Step 3 : 180 + 16 = 196

### #nth root

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