# Category:Cube Numbers

Jump to navigation
Jump to search

This category contains results about **Cube Numbers**.

Definitions specific to this category can be found in Definitions/Cube Numbers.

A **cube number** (or just **cube**) is a number which can be expressed as the third power of an integer.

## Subcategories

This category has the following 14 subcategories, out of 14 total.

### C

- Cube Numbers/Examples (50 P)

### H

### I

- Integer as Sum of 4 Cubes (3 P)

### S

- Sum of Sequence of Cubes (13 P)

### T

## Pages in category "Cube Numbers"

The following 59 pages are in this category, out of 59 total.

### C

- Cube as Sum of Sequence of Centered Hexagonal Numbers
- Cube Modulo 9
- Cube Number as Difference between Squares of Triangular Numbers
- Cube Number as Sum of Three Consecutive Odd Squares
- Cube Number/Sequence
- Cube Numbers as Sum of Sequence of Cubes
- Cube of 11 is Palindromic
- Cube of 180 is Sum of Sequence of Consecutive Cubes
- Cube of 20 is Sum of Sequence of 4 Consecutive Cubes
- Cube of 3334
- Cube of 71 is Odd Integers in Sequence
- Cube of Prime has 4 Positive Divisors
- Cube of Prime is Multiplicatively Perfect
- Cube which can be Represented as Sum of 3, 4, 5, 6, 7 or 8 Cubes
- Cube which is One Less than a Square
- Cubic Fibonacci Numbers

### F

### I

### N

- Number divides Number iff Cube divides Cube
- Number does not divide Number iff Cube does not divide Cube
- Number is Sum of Five Cubes
- Number which is Square and Cube Modulo 7
- Number whose Square and Cube use all Digits Once
- Numbers not Expressible as Sum of Less than 9 Positive Cubes
- Numbers whose Cube equals Sum of Sequence of that many Squares

### P

### S

- Sequence of Integers whose Cube is Palindromic
- Sequence of Palindromic Cubes
- Smallest Cube whose Sum of Divisors is Cube
- Smallest Positive Integer not of form +-4 mod 9 not representable as Sum of Three Cubes
- Smallest Quadruplet of Consecutive Integers Divisible by Cube
- Smallest Triplet of Consecutive Integers Divisible by Cube
- Square Numbers which are Sum of Sequence of Odd Cubes
- Square of Hypotenuse of Pythagorean Triangle is Difference of two Cubes/Refutation
- Square of Triangular Number equals Sum of Sequence of Cubes
- Square which is 2 Less than Cube
- Square whose Divisor Sum is Cubic
- Squares equal to Sum of 2 Cubes
- Squares which are 4 Less than Cubes
- Squares which are Difference between Two Cubes
- Sum of Reciprocals of Cubes of Odd Integers Alternating in Sign
- Sum of Reciprocals of Cubes of Odd Integers Alternating in Sign in Pairs
- Sum of Sequence of Cubes
- Sum of Sequence of Cubes divides 3 times Sum of Sequence of Fifth Powers
- Sum of Sequence of Odd Cubes