1. Suppose you draw cards from a standard deck of 52 playing cards, look at the card, replace it in the deck, shuffle the deck, and repeat.

a) If you draw a single card, what is the probability it is red?

b) If you draw a single card, what is the probability it is an ace?

c) If you draw a single card, what is the probability it is a red ace?

d) If you draw 4 cards one at a time with replacement, what is the probability they are all aces?

e) If you draw 13 cards one at a time with replacement, what is the probability they are all spades?

f) If you draw 13 cards one at a time with replacement, what is the probability none of them are spades?