Problem statement:
"A Bicycle collector has 100 bikes. How many ways can the bikes be stored in four warehouses if the bikes and the warehouses are considered distinct?"
solution:
n = 100
r = 4
C(100, 4) = 3 921 225 ways
Question:
Is the above solution correct?
Since the problem statement states that the bikes are considered distinct does that mean that there is no repetition?