Problem:
Having three black objects B and one white object W they can be grouped in 7 ways like this:
(BBBW) (B,BBW) (B,B,BW) (B,B,B,W) (B,BB,W) (BBB,W) (BB,BW)
In how many ways can sixty black objects B and forty white objects W be thus grouped?
(BBBW) (B,BBW) (B,B,BW) (B,B,B,W) (B,BB,W) (BBB,W) (BB,BW)
In how many ways can sixty black objects B and forty white objects W be thus grouped?
Solution:
73682
Code:
The solution may include methods that will be found here: Library.java .
public interface EulerSolution{
public String run();
}
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