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14 Which number is the only cube one less than a square?
8. Details: 8 = 2^3 (a cube) 8+1 = 9 9 = 3^2 (a square)
The only cube that is one less than a square?
eight
What is the only cube that is one less that a square?
LOL, there isn't any!
There is only one perfect cube number less than 200 whose square root is rational Write down that number?
There are two answers 1 and 64
What number is the only cube one less than a square?
8 is the only one I can think of it's 2^3 and it's one less then 9 (3^2) hope this helps =D
14 Which number is the only cube one less than a square?
8. Details: 8 = 2^3 (a cube) 8+1 = 9 9 = 3^2 (a square)
The only cube that is one less than a square?
eight
What is the only cube that is one less that a square?
LOL, there isn't any!
There is only one perfect cube number less than 200 whose square root is rational Write down that number?
There are two answers 1 and 64
What number is the only cube one less than a square?
8 is the only one I can think of it's 2^3 and it's one less then 9 (3^2) hope this helps =D
What is the only number that is between perfect square and a perfect cube?
4
What is the only one digit number that is both a square and a cube?
1
What the ONLY number between a square number and a cube number?
26, known as Fermat's Sandwich Theorem.
What is the odd number out 16 36 64 27 81?
The only number in that list which is not a square number is 27. 27 is a cube number.
Which number is less than 100 and is a square number and a cube number?
The only number less than 100 that is both a square number and a cube number is 64. This is because 64 is 8 squared (8 x 8 = 64) and 4 cubed (4 x 4 x 4 = 64). In general, a number that is both a square and a cube must be a perfect sixth power, meaning it can be expressed as a^6 for some integer a.
What is the only single digit number greater than 1 whose cube is a perfect square?
4
How does finding the square root of a number compare to finding the cube root of a number?
The only significant difference that I know of is that there is a method, somewhat like long division, that can be used for finding the square root. I am not aware of a similar process for a cube root.
