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How ti find cube root of 9261 by long division method? - Answers

To find the cube root of 9261 using the long division method, start by grouping the digits of 9261 into sets of three from the right, yielding 9 and 261. Next, find the largest cube less than or equal to 9, which is (2^3 = 8), and place 2 as the first digit of the cube root. Subtract 8 from 9, bringing down the next group (261) to get 1261. For the next step, double the current quotient (2) to get 4, and find a digit (x) such that (4x \times x^2) is less than or equal to 1261; here, (x = 7) works, as (47 \times 7^2 = 47 \times 49 = 2303) is too high. Continue this process to refine the next digits until reaching the desired precision. The final result gives the cube root of 9261 as 21.



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How ti find cube root of 9261 by long division method? - Answers

https://math.answers.com/math-and-arithmetic/How_ti_find_cube_root_of_9261_by_long_division_method

To find the cube root of 9261 using the long division method, start by grouping the digits of 9261 into sets of three from the right, yielding 9 and 261. Next, find the largest cube less than or equal to 9, which is (2^3 = 8), and place 2 as the first digit of the cube root. Subtract 8 from 9, bringing down the next group (261) to get 1261. For the next step, double the current quotient (2) to get 4, and find a digit (x) such that (4x \times x^2) is less than or equal to 1261; here, (x = 7) works, as (47 \times 7^2 = 47 \times 49 = 2303) is too high. Continue this process to refine the next digits until reaching the desired precision. The final result gives the cube root of 9261 as 21.



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https://math.answers.com/math-and-arithmetic/How_ti_find_cube_root_of_9261_by_long_division_method

How ti find cube root of 9261 by long division method? - Answers

To find the cube root of 9261 using the long division method, start by grouping the digits of 9261 into sets of three from the right, yielding 9 and 261. Next, find the largest cube less than or equal to 9, which is (2^3 = 8), and place 2 as the first digit of the cube root. Subtract 8 from 9, bringing down the next group (261) to get 1261. For the next step, double the current quotient (2) to get 4, and find a digit (x) such that (4x \times x^2) is less than or equal to 1261; here, (x = 7) works, as (47 \times 7^2 = 47 \times 49 = 2303) is too high. Continue this process to refine the next digits until reaching the desired precision. The final result gives the cube root of 9261 as 21.

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      To find the cube root of 9261 using the long division method, start by grouping the digits of 9261 into sets of three from the right, yielding 9 and 261. Next, find the largest cube less than or equal to 9, which is (2^3 = 8), and place 2 as the first digit of the cube root. Subtract 8 from 9, bringing down the next group (261) to get 1261. For the next step, double the current quotient (2) to get 4, and find a digit (x) such that (4x \times x^2) is less than or equal to 1261; here, (x = 7) works, as (47 \times 7^2 = 47 \times 49 = 2303) is too high. Continue this process to refine the next digits until reaching the desired precision. The final result gives the cube root of 9261 as 21.
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