Needs memorising of last digits of squares from 1
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The document provides a method for determining the last digit of the square root of a two-digit number without calculating the full square root. It lists the last digits of the squares of the single-digit numbers from 1 to 9. It then explains that for a two-digit number, the tens place value of the number represents the tens place of the square root, and the last digits of the square root will match one of the single-digit squares. The correct answer can be determined by comparing the original number to the average of the squares of the extreme digits.
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Needs memorising of last digits of squares from 1
- 1. Needs memorising of last digits of squares from 1-9Here is the list1---------->12---------->43---------->94---------->65---------->56---------->67---------->98---------->49---------->1suppose the no is 169, then take the hundreds value (over here 100 and key in its sq rt ie 10)now observe the last digit . Thats the same ending for 3 and 7 . so the no is either 10+3=13Or 10+7= 17 . To determine the correct answer , take average of the sq of extreme digits ieover here (10'2 + 20'2) /2 = 250. In our case 169<250 . Therefore the answer will be 13 .If here the problem number was greater than 250 then the answer would have been 17<br />