Caluclation of square root of any perfect square
Byheart the following
Rule | Number ending with | Then Last digit of square root |
I | 1 | either 1 or 9 |
II | 4 | either 2 or 8 |
III | 9 | either 3 or 7 |
IV | 6 | either 4 or 6 |
V | 5 | 5 |
Procedure of calculation
Step no | Procedure |
1 | find the last digit of square root based on above rules |
2 | remove last two digits from the number |
3 | find the square root of remaining digits of number and take least value (l) |
4 | multiply M = l * (l+1) |
5 | if Remaining digits > M then take last digit = highest among two numbers other wise take lowest |
6 | place l,lastdigit side by side |
calculation of square root of 1024
Step no | Procedure |
1 | last digit = either 2 or 8 |
2 | After removing last two digits, remaining =10 |
3 | square root of 10 = 3 approx l = 3 |
4 | 3 * 4 = 12 |
5 | 10 < 12 then last digit = 2 |
6 | 32 (l last digit placing side by side) |
calculation of square root of 1444
Step no | Procedure |
1 | last digit = either 2 or 8 |
2 | After removing last two digits, remaining =14 |
3 | square root of 10 = 3 approx l = 3 |
4 | 3 * 4 = 12 |
5 | 14 > 12 then last digit = 8 |
6 | 38 (l last digit placing side by side) |
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