Answer the following about a standard deck of 52 cards:
A: How many cards must be drawn to be sure to have a pair?
B: How many cards must be drawn to be sure to have two spades?
C: How many cards must be drawn to be sure to have 2 cards of the same color?
The part that I am having trouble with is the "to be sure to have" requirement.
Guide:
This is not a probability type of question but pigeon hole principle. For example in part $C$, if we just draw $2$, we could have drawn red and black. What about $3$?