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How do you find the square root of 20657025 with division? - Answers

To find the square root of 20,657,025 using the division method, start by grouping the digits into pairs from right to left: (20)(65)(70)(25). Begin with the leftmost pair (20). The largest integer whose square is less than or equal to 20 is 4 (since 4² = 16). Subtract 16 from 20, bringing down the next pair (65) to get 4.65. Double the quotient (4) to get 8, and find a digit (x) such that (80 + x)x is less than or equal to 465. Continue this process for the remaining pairs until all digits are processed, which will yield the square root. In this case, the final result is 454.



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How do you find the square root of 20657025 with division? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_find_the_square_root_of_20657025_with_division

To find the square root of 20,657,025 using the division method, start by grouping the digits into pairs from right to left: (20)(65)(70)(25). Begin with the leftmost pair (20). The largest integer whose square is less than or equal to 20 is 4 (since 4² = 16). Subtract 16 from 20, bringing down the next pair (65) to get 4.65. Double the quotient (4) to get 8, and find a digit (x) such that (80 + x)x is less than or equal to 465. Continue this process for the remaining pairs until all digits are processed, which will yield the square root. In this case, the final result is 454.



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https://math.answers.com/math-and-arithmetic/How_do_you_find_the_square_root_of_20657025_with_division

How do you find the square root of 20657025 with division? - Answers

To find the square root of 20,657,025 using the division method, start by grouping the digits into pairs from right to left: (20)(65)(70)(25). Begin with the leftmost pair (20). The largest integer whose square is less than or equal to 20 is 4 (since 4² = 16). Subtract 16 from 20, bringing down the next pair (65) to get 4.65. Double the quotient (4) to get 8, and find a digit (x) such that (80 + x)x is less than or equal to 465. Continue this process for the remaining pairs until all digits are processed, which will yield the square root. In this case, the final result is 454.

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      To find the square root of 20,657,025 using the division method, start by grouping the digits into pairs from right to left: (20)(65)(70)(25). Begin with the leftmost pair (20). The largest integer whose square is less than or equal to 20 is 4 (since 4² = 16). Subtract 16 from 20, bringing down the next pair (65) to get 4.65. Double the quotient (4) to get 8, and find a digit (x) such that (80 + x)x is less than or equal to 465. Continue this process for the remaining pairs until all digits are processed, which will yield the square root. In this case, the final result is 454.

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