For this question, use the following situation. A card is dealt from a complete deck of fifty-two playing cards (no jokers). a) Find the probability that the card is a 3 or a 5. Write your answer in two ways: • As a reduced fraction: • As a percent (round to the nearest tenth of a percent): b) Find the probability that the card is either a diamond or a heart. Write your answer in two ways: • As a reduced fraction: • As a percent (round to the nearest tenth of a percent): c) Find the probability that the card is either the 3 of diamonds or the 5 of hearts. Hint: think about how many cards meet that description. Write your answer two ways: • As a reduced fraction: As a percent (round to the nearest tenth of a percent): %

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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For this question, use the following situation. A card is dealt from a complete deck of fifty-two
playing cards (no jokers).
ti a a la aa aa alia aA
a) Find the probability that the card is a 3 or a 5. Write your answer in two ways:
• As a reduced fraction:
• As a percent (round to the nearest tenth of a percent):
%
b) Find the probability that the card is either a diamond or a heart.
Write your answer in two ways:
• As a reduced fraction:
• As a percent (round to the nearest tenth of a percent):
c) Find the probability that the card is either the 3 of diamonds or the 5 of hearts. Hint: think
about how many cards meet that description. Write your answer two ways:
• As a reduced fraction:
• As a percent (round to the nearest tenth of a percent):
Transcribed Image Text:For this question, use the following situation. A card is dealt from a complete deck of fifty-two playing cards (no jokers). ti a a la aa aa alia aA a) Find the probability that the card is a 3 or a 5. Write your answer in two ways: • As a reduced fraction: • As a percent (round to the nearest tenth of a percent): % b) Find the probability that the card is either a diamond or a heart. Write your answer in two ways: • As a reduced fraction: • As a percent (round to the nearest tenth of a percent): c) Find the probability that the card is either the 3 of diamonds or the 5 of hearts. Hint: think about how many cards meet that description. Write your answer two ways: • As a reduced fraction: • As a percent (round to the nearest tenth of a percent):
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