Chapter 6: Q.11 (page 354)
Spell-checking Refer to Exercise 3. Calculate the mean of the random variable X and interpret this result in context.
Short Answer
On average there are nonword errors in a -word essay.
Chapter 6: Q.11 (page 354)
Spell-checking Refer to Exercise 3. Calculate the mean of the random variable X and interpret this result in context.
On average there are nonword errors in a -word essay.
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Get started for freeRefer to Exercise . The ferry company’s expenses are per trip. Define the random variable to be the amount of profit (money collected minus expenses) made by the ferry company on a randomly selected trip. That is, .
(a) How does the mean of relate to the mean of ? Justify your answer. What is the practical importance of ?
(b) How does the standard deviation of relate to the standard deviation of ? Justify your answer. What is the practical importance of ?
A large auto dealership keeps track of sales and leases agreements made during each hour of the day. Let = the number of cars sold and = the number of cars leased during the first hour of business on a randomly selected Friday. Based on previous records, the probability distributions of and are as follows:
Define
Find and interpret .
Spell-checking Refer to Exercise 3. Calculate and interpret the standard deviation of the random variable . Show your work
52. Study habits The academic motivation and study habits of female students as a group are better than those of males. The Survey of Study Habits and Attitudes is a psychological test that measures these factors. The distribution of scores among the women at a college has meanand standard deviation , and the distribution of scores among male students has mean and standard deviation You select a single male student and a single female student at random and give them the test.
(a) Explain why it is reasonable to assume that the scores of the two students are independent.
(b) What are the expected value and standard deviation of the difference (female minus male) between their scores?
(c) From the information given, can you find the probability that the woman chosen scores higher than the man? If so, find this probability. If not,
explain why you cannot.
7. Benford’s law Refer to Exercise 5. The first digit of a randomly chosen expense account claim follows Benford’s law. Consider the events A = first digit is 7 or greater and B = first digit is odd.
(a) What outcomes make up the event A? What is P(A)?
(b) What outcomes make up the event B? What is P(B)?
(c) What outcomes make up the event “A or B”? What is P(A or B)? Why is this probability not equal to P(A) + P(B)?
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