All numbers have cube roots (not necessarily integral cube roots) so every prime has cube roots.
No.
The cube root of this number is 1 more than the smallest prime?
don't know if I understand your question, but: there are no numbers that are both cube numbers and prime numbers 8 is a factor of 16 that is a cube number (2^3) 2 is a factor of 16 that is a prime number
Yes. For example 3 is the cube of cuberoot(3). However, by definition, a prime number cannot be a PERFECT cube.
All numbers have cube roots (not necessarily integral cube roots) so every prime has cube roots.
No.
The cube root of this number is 1 more than the smallest prime?
The cube root of this number is one more than the smallest prime
The cube root of 21,952 is 28
The number 27 has a cube root of 3, which is 2 (the smallest prime) plus 1.
don't know if I understand your question, but: there are no numbers that are both cube numbers and prime numbers 8 is a factor of 16 that is a cube number (2^3) 2 is a factor of 16 that is a prime number
Yes. For example 3 is the cube of cuberoot(3). However, by definition, a prime number cannot be a PERFECT cube.
8 is the cube of 2
Sure, honey, let me break it down for you. No, a prime number cannot be a perfect cube because a prime number is only divisible by 1 and itself. And let me tell you, a perfect cube is the result of multiplying a number by itself three times, so a prime number ain't gonna fit that bill. So, in short, a prime number and a perfect cube are like oil and water - they just don't mix, darling.
25
Three.Three.Three.Three.