c) What is the probability of picking a face card given that the card is a King? Round answer to 3 decimal places. \( \square \)
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If you've already determined that you have a King, the probability of picking a face card becomes a bit more straightforward! In a standard deck of cards, there are three face cards per suit: Jack, Queen, and King. Since you've noted that you are specifically choosing a King, the probability of that King also being a face card is 1, considering the King itself is a face card. Therefore, the probability is 1.000 when rounded to three decimal places. Now, if you were to choose from a whole deck, there are 12 face cards (3 per suit × 4 suits) and 52 cards total. But once you're already aiming at a King, you have zero "mistakes" in selecting a face card! Always an exciting proposition in the world of cards!
