Chapter 4: Q.26 (page 284)
Find the probability that a physics major will do post-graduate research for at most three years. = _______
Short Answer
The probability that a physics major will do post-graduate research for at most three years is:
Chapter 4: Q.26 (page 284)
Find the probability that a physics major will do post-graduate research for at most three years. = _______
The probability that a physics major will do post-graduate research for at most three years is:
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Get started for freeThe chance of an IRS audit for a tax return with over in income is about per year. Suppose that people
with tax returns over are randomly picked. We are interested in the number of people audited in one year. Use a
Poisson distribution to anwer the following questions.
a. In words, define the random variable
b. List the values that may take on.
c. Give the distribution of
d. How many are expected to be audited?
e. Find the probability that no one was audited.
f. Find the probability that at least three were audited.
X ~ _____(_____,_____)
According to a recent Pew Research poll, 75% of millenials (people born between 1981 and 1995) have a profile on a social networking site. Let X = the number of millenials you ask until you find a person without a profile on a social networking site.
a. Describe the distribution of X.
b. Find the (i) mean and (ii) standard deviation of X.
c. What is the probability that you must ask ten people to find one person without a social networking site?
d. What is the probability that you must ask 20 people to find one person without a social networking site?
e. What is the probability that you must ask at most five people?
More than 96 percent of the very largest colleges and universities (more than 15,000 total enrollments) have some online offerings. Suppose you randomly pick 13 such institutions. We are interested in the number that offer distance learning courses.
a. In words, define the random variable X.
b. List the values that X may take on.
c. Give the distribution of X. X ~ _____(_____,_____)
d. On average, how many schools would you expect to offer such courses?
e. Find the probability that at most ten offer such courses.
f. Is it more likely that 12 or that 13 will offer such courses? Use numbers to justify your answer numerically and answer in a complete sentence.
A palette has 200 milk cartons. Of the 200 cartons, it is known that ten of them have leaked and cannot be sold. A stock clerk randomly chooses 18 for inspection. He wants to know the probability that among the 18, no more than two are leaking. Give five reasons why this is a hypergeometric problem.
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