Factorials - Find 'n' if (16 - n)! / (14 - n)! = 12
Find 'n' if (16 - n)! / (14 - n)! = 12. A solved example in Factorials in Permutations and Combinations
Factorials - Find 'n' if (16 - n)! / (14 - n)! = 12
Factorials - Prove [15! / (5! x 10!)] + [15! / (4! x 11!)] = 16! / (5! x 11!)
Factorials - Simplify [4 (45!) + 46!] / [150 (44!)]
How many numbers of 4 different digits can be formed using the digits 0, 1, 2, 3, 4, 5 ?