A standard pack of playing cards (without the jokers) has 52 cards. There are four suits: clubs, hearts, spades, and diamonds. Each suit consists of 13 cards, with values from 2 to 10, plus an ace, a jack, a queen, and a king. As each card value appears the same number of times (4) and each suit has the same number of cards, what is the probability that a person would draw a card that is:

a. A king?

b. An ace?

c. A heart?

d. A spade or a club?

e. A card with a value of 2, 3, 4, or 5?

f. Any face card (i.e., jack, queen, or king)?

g. An odd number (not including the ace)?

h. A single card with a value of 16?