Category:Pronic numbers

English: A pronic numbers is a number which is the product of two consecutive integers, that is, a number of the form n(n + 1).

Subcategories

This category has the following 10 subcategories, out of 10 total.

0

0 (number)‎ (53 C, 79 F)

1

12 (number)‎ (43 C, 1 P, 57 F)

2

2 (number)‎ (93 C, 1 P, 117 F)
20 (number)‎ (33 C, 81 F)

3

30 (number)‎ (30 C, 63 F)

4

42 (number)‎ (22 C, 47 F)

5

56 (number)‎ (14 C, 15 F)

6

6 (number)‎ (81 C, 143 F)

7

72 (number)‎ (22 C, 23 F)

9

90 (number)‎ (19 C, 31 F)

Media in category "Pronic numbers"

The following 8 files are in this category, out of 8 total.

Illustration of Triangular Number T 4 Leading to a Rectangle (yellow-green).svg 112 × 90; 1 KB
Illustration of Triangular Number T 4 Leading to a Rectangle.png 125 × 100; 3 KB
Illustration of Triangular Number T 4 Leading to a Rectangle.svg 112 × 90; 1 KB
Illustration that pronic number is n^2+n.png 125 × 100; 2 KB
Pronic number 12 with rectangle.svg 103 × 78; 3 KB
Pronic number Cuisenaire rods 12 square.png 892 × 389; 7 KB
Pronic number Cuisenaire rods 12.png 580 × 580; 5 KB
Pronic number Cuisenaire rods even sum.png 964 × 724; 5 KB

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