A king has 50 identical diamond rings, which he stores in five different coloured chests. In how many ways can the king store the rings among the chests such that every chest contains at least one ring?
a) \(49C4\)
b) \(50C4\)
c) \(49C5\)
d) \(50C5\)
e) \(50C3\)
a) \(49C4\)
b) \(50C4\)
c) \(49C5\)
d) \(50C5\)
e) \(50C3\)
