document.write( "Question 977615: For customers who purchase a single book, the estimated
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document.write( "probabilities for different possible outcomes are given in the table below.
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document.write( "Hardcover Paperback Digital Audio
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document.write( "Fiction
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document.write( "Nonfiction
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document.write( "0.15 0.45 0.10 0.10
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document.write( "0.08 0.04 0.02 0.06
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document.write( "What is the probability that a randomly selected single‐book purchase will be for a book in
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document.write( "print format (hardcover or paperback)?
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document.write( "(a) 0.60
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document.write( "(b) 0.23
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document.write( "(c) 0.49
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document.write( "(d) 0.32
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document.write( "(e) 0.72
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document.write( "5. Consider the probabilities in problem 4. The probability that a randomly selected single
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document.write( "book purchase will not be for a work of fiction is
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document.write( "(a) 0.80
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document.write( "(b) 0.25
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document.write( "(c) 0.20
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document.write( "(d) 0.30
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document.write( "(e) 0.75
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document.write( "6. Two dice are rolled. Suppose A is the event the sum of the numbers on the top faces is
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document.write( "even, and B is the event that one of the dice shows the number “1.” The probability of
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document.write( "event B is
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document.write( "(a) 1/2
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document.write( "(b) 18/36
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document.write( "(c) 12/36
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document.write( "(d) 11/36
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document.write( "(e) 1/3
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document.write( "7. A child is playing with three dice: red, green, and blue. The probability that she will roll a
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document.write( "5 on the red, a 4 on the green, and a 3 on the blue is:
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document.write( "(a) 1/2
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document.write( "(b) 1/36
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document.write( "(c) 1/216
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document.write( "(d) 4/36
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document.write( "(e) 1/3
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document.write( "8. A survey was conducted to learn about the shopping preference of consumers during the
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document.write( "holiday season. Out of 2000 respondents 22% said they would prefer to shop online
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document.write( "because of the free shipping offered; 45% said that they would like to shop in malls and
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document.write( "discount outlets while 15% of the shoppers said they would use both. The probability
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document.write( "that a randomly selected shopper would use at least one method of shopping is:
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document.write( "(a) 67%
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document.write( "(b) 52%
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document.write( "(c) 82%
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document.write( "(d) 60%
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document.write( "(e) 80%
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document.write( "9. In the Powerball lottery, a player first selects five different numbers between 1 and 59.
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document.write( "After selecting the five numbers, the player then selects one number between 1 and 35.
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document.write( "This number is known as the Powerball. To calculate the odds of winning, we multiply the
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document.write( "number of ways the five numbers can be drawn from 1 and 59 by 35. The number of
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document.write( "ways the winning Powerball number can be drawn or the chance of winning the
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document.write( "Powerball is 1 divided by one of the following numbers:
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document.write( "(a) 5,006,386
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document.write( "(b) 230,000,000
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document.write( "(c) 175,223,510
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document.write( "(d) 180,345,876
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document.write( "(e) 190,678,000
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document.write( "12. The probability that the Dow Jones stock index will close above 18000 at the end of the
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document.write( "year is an example of
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document.write( "(a) classical probability.
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document.write( "(b) subjective probability.
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document.write( "(c) independent probability.
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document.write( "(d) priory probability.
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document.write( "13. The probability calculated based on observing a process (or experiment) n times and
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document.write( "counting the number of times an event of interest (say, X) occurs is known as
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document.write( "(a) classical probability.
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document.write( "(b) marginal probability.
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document.write( "(c) conditional probability.
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document.write( "(d) relative frequency approach of probability.
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document.write( "14. The probability that a person can get infected with a rare type of blood disorder is very
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document.write( "small. Suppose that a blood test performed on 10,000 people showed that two persons
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document.write( "tested positive that is, a 0.02% chance of getting this type of blood disorder. This
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document.write( "probability measure was calculated using
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document.write( "(a) conditional probability approach.
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document.write( "(b) marginal probability.
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document.write( "(c) relative frequency approach
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document.write( "(d) classical approach. \n" );
document.write( "
Algebra.Com's Answer #599187 by solver91311(24713)![]() ![]() You can put this solution on YOUR website! \r \n" ); document.write( " \n" ); document.write( "\n" ); document.write( "Apparently you didn't read the part of the instructions that tell you not to just dump your whole assignment and expect it to get done for you. Not happening; today or ever.\r \n" ); document.write( " \n" ); document.write( "\n" ); document.write( "John \n" ); document.write( " \n" ); document.write( "My calculator said it, I believe it, that settles it \n" ); document.write( " |