Question

In the lottery game known as 6/36, a player picks six numbers from 1 to 36.

(a) How many different ways are there for the player to pick any 6 numbers, if order doesn't matter?
Answer:
(b) If all six of the numbers match the ones that are drawn, the player wins first prize. How many different ways are there for the
player to pick 6 winning numbers, if order doesn't matter?
Answer:
(c) If five of the six numbers match the ones that are drawn, but the other number doesn't match, the player wins second prize. How
many different ways are there for the player to pick 5 winning numbers and 1non-winning number, if order doesn't matter?
Answer:

Answer 1

The answer will be c because it makes more sense