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).
as i calculate it its 346, its the only cube number that's bigger than 200 but smaller than 400
10039906006
63 = 216 OR 73 = 343.
try maths.com but otherwise its 36
216 = 6 x 6 x 6
as i calculate it its 346, its the only cube number that's bigger than 200 but smaller than 400
it is 343
9
10039906006
Any number bigger than 7.37 and smaller than 8.43 will do that. There are an infinite number of them.
9 12 34
63 = 216 OR 73 = 343.
The cube of 9 is 729, as a few moments of calculation would have shown you.
How about 73 = 343 or 63 = 216
How about 8 cubed = 512
729
try maths.com but otherwise its 36