| Posted: March 18, 2009, 4:55 pm - IP Logged | |
Diamodpalace:
This is a simple problem in combinatorics.
1) How many combinations are there when arrange:
1 number from A, 2 numbers from B, 2 numbers from C?
Ans: 14*13*14*13 = 33,124
2) How many combinations are there when arrange:
2 numbers from A, 1 number from B, 2 numbers from C?
Ans: 14*13*14*14*13 = 463,736
3) How many combinations are there when arrange:
1 number from A, 2 numbers from B, 1 number from C, and 1 number from D?
Ans: 14*14*13*14*14 = 499,408
4) How many combinations are there when arrange:
1 number from A, 1 number from B, 2 numbers from C, 1 number from D?
Ans: 14*14*14*13*14 = 499,408
5) How many combinations are there when arrange:
1 number from A, 1 number from B, 1 numbers from C, 2 numbers from D?
Ans: 14*14*14*14*13 = 499,408
jayemmar