Chapter 5: Q 3.2. (page 321)
Find the probability that the computer is a laptop. Show your work.
Short Answer
The probability is 0.65
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Chapter 5: Q 3.2. (page 321)
Find the probability that the computer is a laptop. Show your work.
The probability is 0.65
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If I toss a fair coin five times and the outcomes are , then the probability that tails appears on the next toss is (a) 0.5. (b) less than (c) greater than (d) (e) Exercises to refer to the following setting. A basketball player makes of her shots from the field during the season.
Languages in Canada Canada has two official languages, English and French. Choose a Canadian at random and ask, 鈥淲hat is your mother tongue?鈥
Here is the distribution of responses, combining many separate languages from the broad Asia/Pacific region:Language: English French Asian/Pacific Other Probability: ?
(a) What probability should replace 鈥?鈥 in the distribution? Why?
(b) What is the probability that a Canadian鈥檚 mother tongue is not English?
(c) What is the probability that a Canadian鈥檚 mother tongue is a language other than English or French?
Free downloads? Illegal music downloading has become a big problem: of Internet users download music files, and of downloaders say they
don鈥檛 care if the music is copyrighted.15 What percent of Internet users download music and don鈥檛 care if it鈥檚 copyrighted? Write the information given in terms of probabilities, and use the general multiplication rule.
Airport security The Transportation Security Administration (TSA) is responsible for airport safety. On some flights, TSA officers randomly select passengers for an extra security check prior to boarding. One such flight had passengersin first class and in coach class. Some passengers were surprised when none of the passengers chosen for screening were seated in first class. We can use a simulation to see if this result is likely to happen by chance.
(a) State the question of interest using the language of probability.
(b) How would you use random digits to imitate one repetition of the process? What variable would you measure?
(c) Use the line of random digits below to perform one repetition. Copy these digits onto your paper. Mark directly on or above them to show how you determined the outcomes of the chance process.
Ten percent of U.S. households contain or more people. You want to simulate choosing a household at random and recording whether or not it contains or
more people. Which of these are correct assignments of digits for this simulation? (a) Odd = Yes (or more people); Even = No (not or more people)
(b) = Yes; = No
(c) = Yes; = No
(d) All three are correct.
(e) Choices (b) and (c) are correct, but (a) is not.
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