6.69433
300
To find a number that, when cubed, results in a value greater than 200 but less than 300, you can consider the cube roots of those boundaries. The cube root of 200 is approximately 5.85, and the cube root of 300 is about 6.67. Therefore, any number between 5.85 and 6.67, such as 6, can be cubed to get a result in that range, since (6^3 = 216).
Radius is the cube root of 900/4pi = 4.152830592 feet
2 cube root 6
4.762203156 according to the calculator. Exact answer: the cube root of 108 = 3 times the cube root of 4.
300
216, 343
To find a number that, when cubed, results in a value greater than 200 but less than 300, you can consider the cube roots of those boundaries. The cube root of 200 is approximately 5.85, and the cube root of 300 is about 6.67. Therefore, any number between 5.85 and 6.67, such as 6, can be cubed to get a result in that range, since (6^3 = 216).
Radius is the cube root of 900/4pi = 4.152830592 feet
2 cube root 6
If you know the volume of the cube, then you just cube root the volume e.g. Vol(cube) = 1000 cm^(3) Side length = [1000 cm^(3)] ^(1/3) = 10 cm Note the change in units from 'cm^(3) ' to 'cm'. Because you are changing a volume to a length. The index number of '1/3' means the 'cube root'.
4
What is the cube root of 17
2 cube root 24 plus 3 cube root 81 is 18.7492444
4.762203156 according to the calculator. Exact answer: the cube root of 108 = 3 times the cube root of 4.
The cube root of 256 is: 5.11722995A:The cube root of 256 is 6.3496055.117229953 is 134. Not 256
cube root (pi) = 1.46459189.