Question

what is square root of 4096​

Answer 1

Answer:

64

Value of √4096 by Long Division Method

Explanation:

• Forming pairs: 40 and 96
• Find a number Y (6) such that whose square is <= 40. Now divide 40 by 6 with quotient as 6.
• Bring down the next pair 96, to the right of the remainder 4. The new dividend is now 496.
• Add the last digit of the quotient (6) to the divisor (6) i.e. 6 + 6 = 12. To the right of 12, find a digit Z (which is 4) such that 12Z × Z <= 496. After finding Z, together 12 and Z (4) form a new divisor 124 for the new dividend 496.
• Divide 496 by 124 with the quotient as 4, giving the remainder = 496 - 124 × 4 = 496 - 496 = 0.
• We stop the process since the remainder is now 0 and there are no more digits that can be brought down.

Therefore, the square root of 4096 by long division method is 64.

Answer 2

Step-by-step explanation:

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