There are two companies, A and B, which are going to participate in 12 different conferences. We know the output of all the conferences (who will get which desert), based on it find out Male and Female participates.
There are total
Participated companies are
12employees are participating these conferences:
A1 to A12and
B1 to B12
Each conference has
1is from company
Each participants get either
chocolatebased on the gender combination of the participants in each conference. =>
If all the three participants in one conference are female or two are male and 1 is female, then each in that particular conference will get chocolate.=>
If all three participants in a conference are male or two are female and 1 is male then they will get ice-cream.
Below is the list of conference wise participants and what they got.
C1 => A12, B1 , B11 => ice-cream
C2 => A11, B2 , B4 => chocolate
C3 => A10, B3 , B10 => chocolate
C4 => A9 , B4 , B12 => ice-cream
C5 => A8 , B5 , B7 => chocolate
C6 => A7 , B6 , B5 => ice-cream
C7 => A6 , B7 , B8 => ice-cream
C8 => A5 , B8 , B1 => ice-cream
C9 => A4 , B9 , B6 => chocolate
C10 => A3 , B10, B2 => ice-cream
C11 => A2 , B11, B9 => chocolate
C12 => A1 , B12, B3 => ice-cream
From above rules, find out who are male and female employees and how many gender combinations are possible based on above scenarios.
Below is one combination example. Please note that below combination is totally false, so don't consider it while solving this puzzle. This only gives a definition of combination.