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Summary

Description
English: w:Probability mass function of sum of two regular dice. Bar graph used to portray discrete density function. Labels on the right correspond to the n/36 results format.
Date
Source Own work using Inkscape and Open Office Draw software.
Author Tim Stellmach
Permission
(Reusing this file)
Released into the public domain to the fullest extent legally possible.
Other versions Modified SVG version of graph at Image:Dice Distribution (bar).png.
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Public domain I, the copyright holder of this work, release this work into the public domain. This applies worldwide.
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27 September 2006

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Date/TimeThumbnailDimensionsUserComment
current11:04, 18 May 2024Thumbnail for version as of 11:04, 18 May 2024512 × 384 (12 KB)Bjankuloski06File uploaded using svgtranslate tool (https://svgtranslate.toolforge.org/). Added translation for mk.
10:43, 20 February 2023Thumbnail for version as of 10:43, 20 February 2023512 × 384 (10 KB)CmgleeAdd simplified fractions
13:20, 28 November 2018Thumbnail for version as of 13:20, 28 November 2018512 × 384 (9 KB)Salubrio3000Made the probabilities all fractions with a denominator of 36, so that these probabilities match with the number of dice combinations.
21:53, 10 February 2012Thumbnail for version as of 21:53, 10 February 2012512 × 384 (9 KB)CmgleeMove bars apart so it is easier to group dice pairs in columns according to Gestalt principles of perception.
00:16, 9 February 2012Thumbnail for version as of 00:16, 9 February 2012512 × 512 (9 KB)CmgleeAlign text.
00:13, 9 February 2012Thumbnail for version as of 00:13, 9 February 2012512 × 512 (9 KB)CmgleeFix missing denominators, add dice images and internationalise labels.
21:35, 27 September 2006Thumbnail for version as of 21:35, 27 September 2006778 × 463 (131 KB)Stellmach{{Information |Description=Density function of sum of two regular dice. Bar graph used to portray discrete density function. |Source=Own work using Inkscape and Open Office Draw software. |Date=Sept 27, 2006 |Author=Tim Stellmach |Permission=Released into

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