A single card is drawn at random from a shuffled deck. What is the probability that it is red? s the ace of hearts? That is either a three or a five? That it is either an ace or red or both? That it

College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 7ECP: You draw one card at random from a standard deck of 52 playing cards. What is the probability that...
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you may use any of the 10 rules of probability theory we have derived to solve the following. For each, specify the sample space S, specify the event using E or F (with or without subscripts) and make sure you cite the rule you're using in each step of your solution. All three questions are under the same problem, please answer all three.
A single card is drawn at random from a shuffled deck. What is the probability that it is red? That it
is the ace of hearts? That is either a three or a five? That it is either an ace or red or both?
Transcribed Image Text:A single card is drawn at random from a shuffled deck. What is the probability that it is red? That it is the ace of hearts? That is either a three or a five? That it is either an ace or red or both?
A letter is selected at random from the alphabet. What is the probability that is one of the letters in
the word 'probability"? What is the probability that it occurs in the first half of the alphabet? What is
the probability that it is a letter after x?
You are going shopping this weekend at the local mall. Suppose that the mall you go to has four
entrances, one on the North, one on the South, and two on the East. If you enter at random, shop and
then exit at random, what is the probability that you enter and exit on the same side of the mall?
Transcribed Image Text:A letter is selected at random from the alphabet. What is the probability that is one of the letters in the word 'probability"? What is the probability that it occurs in the first half of the alphabet? What is the probability that it is a letter after x? You are going shopping this weekend at the local mall. Suppose that the mall you go to has four entrances, one on the North, one on the South, and two on the East. If you enter at random, shop and then exit at random, what is the probability that you enter and exit on the same side of the mall?
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