Chapter 6: Q.33 (page 357)
Predicting posttest scores() What is the equation of the linear regression model relating posttest and pretest scores? Define any variables used.
Chapter 6: Q.33 (page 357)
Predicting posttest scores() What is the equation of the linear regression model relating posttest and pretest scores? Define any variables used.
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Get started for freeLife insurance A life insurance company sells a term insurance policy to a-year-old male that pays if the insured dies within the next years. The probability that a randomly chosen male will die each year can be found in mortality tables. The company collects a premium of each year as payment for the insurance. The amount Y that the company earns on this policy is per year, less the that it must pay if the insured dies. Here is a partially completed table that shows information about risk of mortality and the values of profit earned by the company:
(a) Copy the table onto your paper. Fill in the missing values of .
(b) Find the missing probability. Show your work.
(c) Calculate the mean . Interpret this value in context.
88. Scrabble In the game of Scrabble, each player begins by drawing 7 tiles from a bag containing tiles. There are vowels, consonants, and blank tiles in the bag. Cait chooses her tiles and is surprised to discover that all of them are vowels. Can we use a binomial distribution to approximate this probability? Justify your answer
Exercises 47 and 48 refer to the following setting. Two independent random variables and have the probability distributions, means, and standard deviations shown.
48. Difference Let the random variable .
(a) Find all possible values of D. Compute the probability that takes each of these values. Summarize the probability distribution of in a table.
(b) Show that the mean of is equal to.
(c) Confirm that the variance of is equal to .Find all possible values of . Compute the probability that takes each of these values. Summarize the probability distribution of in a table.
79. Sowing seeds Refer to Exercise 69.
(a) Find the probability that exactly seeds germinate. Show your work.
(b) If only seeds actually germinate, should Judy be suspicious that the company’s claim is not true? Compute and use this result to support your answer.
Chess and reading () If the study found a statistically significant improvement in reading scores, could you conclude that playing chess causes an increase in reading skills? Justify your answer
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