Exam 10: Probability and Counting Techniques
Exam 1: Problem Solving35 Questions
Exam 2: Sets73 Questions
Exam 3: Logic86 Questions
Exam 4: Numeration Systems89 Questions
Exam 5: The Real Number System151 Questions
Exam 6: Topics in Algebra97 Questions
Exam 7: Consumer Mathematics130 Questions
Exam 8: Measurement60 Questions
Exam 9: Geometry98 Questions
Exam 10: Probability and Counting Techniques120 Questions
Exam 11: Statistics174 Questions
Exam 12: Voting Methods58 Questions
Exam 13: Graph Theory33 Questions
Exam 14: Available Online: Other Mathematical Systems37 Questions
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Two dice are rolled. Find the probability of getting a sum greater than 8.
(Multiple Choice)
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How many different ways can 3 people stand in line at a cash register?
(Short Answer)
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Decide whether the following is a binomial experiment.
Recording the numerical results of rolling three dice 25 different times.
(Multiple Choice)
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When a single card is drawn from a shuffled deck of cards, find the odds in favor of getting an ace.
(Multiple Choice)
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Tickets for a drawing are sold for $60 each. The holder of the winning ticket wins a cash prize of
$5,000. If 3,000 tickets are sold, find the expected value of the gain.
(Short Answer)
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Which of the numbers that follow could represent a probability? 

(Multiple Choice)
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The bookstore has six red school jerseys, five blue school jerseys, and ten green school jerseys to
Choose from. If a student selects one at random, find the probability it is red or green.
(Multiple Choice)
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A lottery has one $2000 prize, two $1000 prizes, and ten $500 prizes. Two thousand tickets are sold
At $5 each. Find the expectation if a person buys two tickets.
(Multiple Choice)
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A card is drawn from a deck and then replaced. Then, a second card is drawn. Find the probability
of getting an ace both times.
(Short Answer)
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A package contains 15 candy canes, 13 of which are cracked. If 2 are selected, find the probability
Of getting exactly one cracked candy cane.
(Multiple Choice)
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Three coins are tossed. Find the probability that exactly two coins land tails up.
(Short Answer)
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The children at a certain school were asked what they prefer to drink with their lunch, and the
Following table summarizes the children's responses.
The school only serves milk, chocolate milk, or water with lunch. What is the probability that the first student
In line for lunch will be served their preferred beverage with their lunch?

(Multiple Choice)
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Three coins are tossed. Find the probability that at least one coin lands heads up.
(Short Answer)
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Find the probability of randomly selecting three science books and four history books from a box
Containing five science books and six history books.
(Multiple Choice)
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In a class of 20 students, there are 12 girls and 8 boys. Three students are selected to be teacher's
assistants. Find the probability that the group consists of all girls.
(Short Answer)
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A card is selected from an ordinary deck. Find the probability that the card was a 10 given that it
was a heart.
(Short Answer)
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At a particular college, 66% of the students live in campus housing. If 5 students are in line at the
Campus bookstore, what is the probability that exactly 2 of them live in campus housing? Round to
Four decimal places, if necessary.
(Multiple Choice)
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The odds against an event are 7:4. Find the probability that the event will occur.
(Multiple Choice)
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Decide whether the selection described is a combination or a permutation.
Five club members are chosen to serve on a committee.
(Multiple Choice)
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There are 75 balls in a bingo hopper. The ones numbered 1-15 are labeled with B, the ones from 16
-30 with I, from 31-45 N, from 46-60 G, and from 61-75 O. Find the probability of drawing a
Number less than 22.
(Multiple Choice)
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