The Maximum number of digit in the cube root six- digit number is
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Answer:
The maximum number of digits in the cube root of a digit number
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The maximum number of digits is 2.
Given,
A number that has six digits.
To Find,
The number of digits in the cube root of the six-digit number.
Solution,
When a number is being multiplied three times then the result is a cube of that number.
The reverse process will give the cube root of the number.
The highest two-digit number is 99 and its cube is 970299.
972099, is a six digits number.
The cube of 100 which is the first 3-digits number is 1,000,000, and it has 7 digits.
From this, we can conclude that the six digits number cube root has 2digits.
Hence, 2 digits are the maximum number of digits in the cube root of the 6-digits number.
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