Suppose a, b, and c are positive integers with a+b+c=2006, and a ! b ! c !=m \cdot 10^{n}, where m and n are integers and m is not divisible by 10 . What is the smallest possible value of n ?
Answer Choices
A. 489
B. 492
C. 495
D. 498
E. 501
Suppose a, b, and c are positive integers with a+b+c=2006, and a ! b ! c !=m \cdot 10^{n}, where m and n are integers and m is not divisible by 10 . What is the smallest possible value of n ?
Answer Choices
A. 489
B. 492
C. 495
D. 498
E. 501