1 A multiple-choice test consists of 8 questions 2 A multiple-choice test consists of 8 questions 3 A multiple-choice test consists of 8 questions 4 A multiple-choice test consists of 8 questions 5 A multiple-choice test consists of 8 questions 6 Passing Game A quarterback on a football team completes 50% of his passes. Suppose he passes 10 times in a game. (a) What assumptions will you make to do this simulation? The probability of completing one pass is independent of the probability of completing another pass. The probability of completing a pass is and is the same for each pass. (b) How would you use a dice to model this problem? Let 1, 2 and 3 represent a completed pass and 4, 5,and 6 represent an incomplete pass. Roll the die 10 times and record the results. One trial is 10 rolls. (c) How would you use a coin to model this problem? Let heads be a completed pass and tails be an incomplete pass. Toss the coin 10 times. One trial is 10 coin tosses. 7 Passing Game A quarterback on a football team completes 50% of his passes. Suppose he passes 10 times in a game. (d) How would you use the following random number table to model this problem? Let 0, 1, 2,3, and 4 be a complete pass and 5, 6, 7, 8, 9 be an incomplete pass. Record the results. A trial is 10 passes. (e) How would you use the calculator to model this problem? Use a random number generator, selecting 0 and 1, ten at a time. Let 0 be a completed pass and 1 be an incomplete pass. Record the results. A trail consists of 10 passes. OR Use a random number generator, selecting 0 through 9 , ten at a time. Let 0, 1, 2,3, and 4 be a complete pass and 5, 6, 7, 8, 9 be an incomplete pass. Record the results. A trail consists of 10 passes. 8 Passing Game A quarterback on a football team completes 50% of his passes. Suppose he passes 10 times in a game. Do 30 trials. Do the first five trials with the table and then do the rest with the calculator. # of passes complete Frequency 9 Passing Game A quarterback on a football team completes 50% of his passes. Suppose he passes 10 times in a game. (h) Based on your simulation, estimate the probability that he completes at least 5 passes in a game. P(at least 5 complete) = (i) Based on your simulation, estimate the probability that he completes at most 5 passes in a game. P(at most 5 complete) = # of passes complete Frequency 10 Passing Game A quarterback on a football team completes 50% of his passes. Suppose he passes 10 times in a game. (j) Based on the information given, how many passes did you expect him to complete per game? (k) Based on your simulation, estimate the average number of passes completed per game. # of passes complete Frequency 11 The probability an event will occur is 35%.
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-> SOLUTION: A science test consists of 8 multiple choice questions, each of which has four possible answers. How many different ways can the 8 questions on the science test be answered? Log On
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