Follow the instructions given below.
Aim
Finding square roots of numbers using diagonal method.
Materials Required
Procedure
Finding the square of 49 and 745:
- 49 contains 2-digits, so draw a square with four sub-squares like shown in the picture below. Draw a diagonal in each box.
- Then write the digits horizontally and also vertically
- Multiply each digit on the left of the square with each digit on the top of it one by one and write the product in the corresponding sub-square. Write the ten's digit above the diagonal and the unit's digit below the diagonal.
- Start below the lowest diagonal, find the sum of the digits diagonally. If the number obtained is a 2-digit number, underline the units place and carry-over the ten's digit to the next diagonal.
- The underlined digits give the required square
- To find the square of a 3-digit number (745), we need to make a square with 9 sub-digits
1
0
12
+2
14
01
+1
02
=2401