Root 2401 in step by step
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√2401
step 1:-pair the digits of the given number,starting from units place to left.Place a bar on each pair.
step 2:-find the largest number whose square is less than or equal to the first pair or single digit from left (i.e. 4) take this number as the divisor and the quotient.
step 3:-subtract the product of the divisor and quotient (4*4) from first pair or single digit (i.e. 24-16=8)
step 4:-bring the second pair (i.e. 01)to the right of the remainder (i.e.8).this becomes the new dividend (i.e.801)
step 5:- for the next possible divisor double the quotient (i.e.4*2=8)and write a box on its right.
step 6:-guess the large possible digit to fill the box in such a way that the product of the new divisor and this digit is equal to or less than new dividend (i.e.89*9=801).
step 7:- by subtracting,we get the remainder zero. The final quotient 49 is the square root.
therefore√2401=49
hope it will help you.
step 1:-pair the digits of the given number,starting from units place to left.Place a bar on each pair.
step 2:-find the largest number whose square is less than or equal to the first pair or single digit from left (i.e. 4) take this number as the divisor and the quotient.
step 3:-subtract the product of the divisor and quotient (4*4) from first pair or single digit (i.e. 24-16=8)
step 4:-bring the second pair (i.e. 01)to the right of the remainder (i.e.8).this becomes the new dividend (i.e.801)
step 5:- for the next possible divisor double the quotient (i.e.4*2=8)and write a box on its right.
step 6:-guess the large possible digit to fill the box in such a way that the product of the new divisor and this digit is equal to or less than new dividend (i.e.89*9=801).
step 7:- by subtracting,we get the remainder zero. The final quotient 49 is the square root.
therefore√2401=49
hope it will help you.
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