# Divide an integer into groups with C#

October 28, 2016 3 Comments

Say you’d like to divide an integer, e.g. 20, into equal parts of 3 and distribute any remainder equally across the groups. The result of such an operation would be the following 3 integers:

7,7,6

20 can be divided into 3 equal parts of 6 and we have a remainder of 20 – 6 * 3 = 2. 2 is then added as 1 and 1 to the first two groups of 6. The result is a more or less equal distribution of the start integer.

The following function will perform just that:

public static IEnumerable<int> DistributeInteger(int total, int divider) { if (divider == 0) { yield return 0; } else { int rest = total % divider; double result = total / (double)divider; for (int i = 0; i < divider; i++) { if (rest-- > 0) yield return (int)Math.Ceiling(result); else yield return (int)Math.Floor(result); } } }

Call it as follows:

List<int> test = DistributeInteger(20, 3).ToList();

“test” will include 7,7,6 as expected.

View all various C# language feature related posts here.

Very interesting.

Please let to share it on Google+.

Do you mean you would like to share this example on Google+? Go ahead. //Andras

Thanks for your post. I had exactly the same problem some time ago. My solution is similar but only uses integer arithmetic by subsequentially dividing the remaining count by the decreasing number of remaining parts.

https://github.com/wki/DevOpenSpace-2016-Akka.NET/blob/master/PiCalculator/PiCalculator/Actors/Master.cs#L91-L105