Please help fast. Only serious answer. Activity
of the remaining eligible members, 20 are interested in being the historian. To pick one of the 20, you decide to use the 6 lots numbered 0
through 5 and pick 3 of them to form a 3-digit number regardless of the order (in other words, 1-2-3 is the same as 3-2-1). For this activity, you will
use the fifth counting rule.
Rule 5: The number of ways of selecting r objects from Nobjects when order doesn't matter is
FICT
Question 1
How many outcomes will you have if you pick 3 numbers without the order mattering? Does the number of outcomes match the number of
candidates? Is this a fair method for picking the historian?