How to find square root fir any number easily
Answers
Step-by-step explanation:
Example 1: Suppose we need to find the square root of large numbers such as 4489.
Step 1: The unit digit in this number is 9, which can be a unit digit of its square root number such as 3 or 7. Because 32 is 9 and 72 is 49.
Step 2: Now let us consider the first two digits that is 44 which comes between the squares of 6 and 7 because 62 < 44< 72
Step 3: We can assume that the ten’s digit of the square root of 4489 is the lowest among the two numbers i.e. 6 and we need to find the unit digit of the square root of the number 4489.
Step 4: Now, we need to find between 63 or 67 which is the square root of 4489.
Step 5: Since the ten’s digit is 6 and the next number is 7, we need to multiply both the numbers like 6 x 7 = 42 and since 42 is less than 44.
Step 6: Square root of 4489 will be the bigger number between 63 and 67 i.e. 67.
Therefore, √4489 = 67
Answer:
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