Category:Examples of Divisors of Integers
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This category contains examples of Divisor of Integer.
Let $\struct {\Z, +, \times}$ be the ring of integers.
Let $x, y \in \Z$.
Then $x$ divides $y$ is defined as:
- $x \divides y \iff \exists t \in \Z: y = t \times x$
Subcategories
This category has the following 5 subcategories, out of 5 total.
Pages in category "Examples of Divisors of Integers"
The following 22 pages are in this category, out of 22 total.
D
- Divisor of Integer/Examples
- Divisor of Integer/Examples/2 divides 4
- Divisor of Integer/Examples/2 divides n(n+1)
- Divisor of Integer/Examples/2 does not divide 5
- Divisor of Integer/Examples/3 divides 12
- Divisor of Integer/Examples/3 divides 2^n + (-1)^(n+1)
- Divisor of Integer/Examples/3 divides n(n+1)(n+2)
- Divisor of Integer/Examples/3 does not divide 10
- Divisor of Integer/Examples/3 does not divide 4
- Divisor of Integer/Examples/4 divides -12
- Divisor of Integer/Examples/6 divides 7^n - 1
- Divisor of Integer/Examples/6 divides n (n+1) (n+2)
- Divisor of Integer/Examples/63 divides 8^2n - 1
- Divisor of Integer/Examples/7 divides 2^3n - 1
- Divisor of Integer/Examples/8 divides 3^2n + 7
- Divisor of Integer/Examples/80 divides 9^2n - 1