= Step-by-Step Solutions begin on page R1.
Extra Practice begins on page EP2.
A number cube is rolled and a marble is selected at
random from the bag at the right. Find each probability.
Example 1
- P(1 and red) 7. P(3 and purple)
- P(even and yellow) 9. P(odd and not green)
- P(less than 4 and blue) 11. P(greater than 1 and red)
Example 2 12. GAMES Corbin is playing a board game that requires rolling two number
cubes to move a game piece. He needs to roll a sum of 6 on his next turn
and then a sum of 10 to land on the next two bonus spaces. What is the
probability that Corbin will roll a sum of 6 and then a sum of 10 on his
next two turns?
Example 3 13. LAUNDRY A laundry basket contains 18 blue socks and 24 black socks.
What is the probability of randomly picking 2 black socks from the
basket?
Mrs. Ameldo’s class has 5 students with blue eyes, 7 with brown eyes,
4 with hazel eyes, and 4 with green eyes. Two students are selected at
random. Find each probability.
- P(two blue) 1515 P(green then brown)
- P(hazel then blue) 17. P(brown then blue)
- P(two green) 19. P(two not hazel)
(^) B 20. MARKETING A discount supermarket has found that 60% of their
customers spend more than $75 each visit. What is the probability that
the next two customers will each spend more than $75?
- SCHOOL Use the information below and Clearview Middle School
Favorite Subject
Art 16%
Language Arts 13%
Math 28%
Music 7%
Science 21%
Social Studies 15%
the table at the right.
At Clearview Middle School, 56% of the
students are girls and 44% are boys.
a. If two students are chosen at random,
what is the probability that the first
student is a girl and that the second
student’s favorite subject is science?
b. What is the probability that of two randomly
selected students, one is a boy and the other
is a student whose favorite subject is not art or math?
- MOVIES You and a friend plan to see 2 movies over the weekend. You
can choose from 6 comedy, 2 drama, 4 romance, 1 science fiction, or
3 action movies. You write the movie titles on pieces of paper, place them
in a bag, and each randomly select a movie. What is the probability that
neither of you selects a comedy? Is this a dependent or independent
event? Explain.
ng two number
Lesson 2B Compound Events 453
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