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1
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A school offers three classes of math and two classes of science, all of which
meet at different times. What is the total number of ways a student can take a math class and a
science class?
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2
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The local ice cream stand offers three flavors of soft-serve ice cream:
vanilla, chocolate, and strawberry; two types of cone: sugar and wafer; and three toppings:
sprinkles, nuts, and cookie crumbs. If Dawn does not order vanilla ice cream, how many
different choices can she make that have one flavor of ice cream, one type of cone, and one
topping?
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3
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How many different sandwiches consisting of one type of cheese, one condiment,
and one bread choice can be prepared from five types of cheese, two condiments, and three bread
choices?
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4
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A certain car comes in three body styles with a choice of two engines, a choice
of two transmissions, and a choice of six colors. What is the minimum number of cars a dealer
must stock to have one car of every possible combination?
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5
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When Kimberly bought her new car, she found that there were 72 different ways
her car could be equipped. Her choices included four choices of engine and three choices of
transmission. If her only other choice was color, how many choices of color did she
have?
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6
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Juan has three blue shirts, two green shirts, seven red shirts, five pairs of
denim pants, and two pairs of khaki pants. How many different outfits consisting of one shirt
and one pair of pants are possible?
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7
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In a school building, there are 10 doors that can be used to enter the building
and 8 stairways to the second floor. How many different routes are there from outside the
building to a class on the second floor?
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8
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How many different outfits consisting of a hat, a pair of slacks, and a sweater
can be made from two hats, three pairs of slacks, and four sweaters?
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9
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The school cafeteria offers five sandwich choices, four desserts, and three
beverages. How many different meals consisting of one sandwich, one dessert, and one beverage
can be ordered?
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10
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A deli has five types of meat, two types of cheese, and three types of
bread. How many different sandwiches, consisting of one type of meat, one type of cheese, and
one type of bread, does the deli serve?
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11
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Jeremy's bedroom has two doors leading into the hallway. His house
has four doors leading to the outside. Using the doorways, in how many different ways can
Jeremy leave his room and go outside?
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12
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Cole's Ice Cream Stand serves sixteen different flavors of ice cream, three
types of syrup, and seven types of sprinkles. If an ice cream sundae consists of one flavor of
ice cream, one type of syrup, and one type of sprinkles, how many different ice cream sundaes can
Cole serve?
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13
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At a department store, there are six ways to enter the building, six ways to get
from the first floor to the second floor, and four ways to get from the second floor to the third
floor. In how many different ways could someone enter the building and go to the third
floor?
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14
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There are 12 tomato plants in a garden. Each plant has 7 branches and each
branch has four (4) tomatoes growing on it. If one-third of the tomatoes are picked, how many
tomatoes were picked?
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15
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Robin has 8 blouses, 6 skirts, and 5 scarves. Which expression can be used
to calculate the number of different outfits she can choose, if an outfit consists of a blouse, a
skirt, and a scarf?
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16
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Leo purchased five shirts, three pairs of pants, and four pairs of shoes.
Which expression represents how many different outfits consisting of one shirt, one pair of pants,
and one pair of shoes Leo can make?
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17
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Max goes through the cafeteria line and counts seven different meals and three
different desserts that he can choose. Which expression can be used to determine how many
different ways Max can choose a meal and a dessert?
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18
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Jen and Barry's ice cream stand has three types of cones, six flavors of
ice cream, and four kinds of sprinkles. If a serving consists of a cone, one flavor of ice
cream, and one kind of sprinkles, how many different servings are possible?
a) | 90 | c) |  | b) | 72 | d) |  |
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19
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When the Smith family decided to have their new house built, they found that
there were 60 different choices involving location, style, and color. If they had their choice
of 2 locations and 5 styles, how many choices of color did they have?
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