Avery has been learning to play some new card games and is curious about the probabilities of being dealt different cards from a standard $52$-card deck. Help him figure out the probabilities listed below.    

1. What are P(king), P(queen), and P(club)?

   Hint (a):

   How many kings are in a deck of cards? Queens? Clubs?

   

2. What is $P(\text{king or club})$? How does your answer relate to the probabilities you calculated in part (a)?

   Step 1(b):

   Add P(kings) and P(club) together.

   Step 2(b):

   Use the Addition Rule to eliminate P(king and club).

   Answer (b):

   $P(\text{king or club) }= \frac{16}{52}$

3. What is P(king or queen)? Again, how does your answer relate to the probabilities you calculated in part (a)?

   Step (c):

   Add the two probabilities together.

   Hint (c):

   Is there an overlap in these events?

4. What is the probability of not getting a face card? Jacks, queens, and kings are face cards.

   Hint (d):

   How many cards in a deck are not face cards?