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Match
the best model to use for each situation.
{Note -it would be nice where I have written the descriptions of the
models if the graphics were used, as is shown in the manuscript for Section 12.5 Question
3.}
a. | The residents of
the city are polled to determine whether they want mosquito spraying to
occur.
| b. | You have agreed to supervise the local wading pool during the
summer, one day a week. The pool is open everyday of the week. What is the probability you will be
asked to work Saturday if the shifts are assigned randomly?
| c. | Michael and
Christopher have four cousins. They are all camping together this summer. What is the
probability that Christopher gets to sleep in the one-person tent if all the cousins have the same
chance of being selected?
| d. | You will select the only blue marble in a bag of 26
marbles.
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