Question 1

Neal uses $1\frac{1}{4}$ GALLONS of water and $8$ CUPS of apple cider in a recipe. How many combined gallons of water and apple cider does Neal use in the recipe?

Accepted Answer

$1\frac{3}{4}$

Answer

$1\frac{1}{6}$

Answer

$1\frac{1}{3}$

Answer

$2\frac{1}{4}$

Question 2

The bar graph below shows the heights, in $	ext{centimeters}\, (	ext{cm})$, of four vases.

Based on the bar graph, what is the height, in $	ext{millimeters}\, (	ext{mm})$, of the vase with the greatest height?

Accepted Answer

$210 \,	ext{mm}$

Answer

$21.0 \,	ext{mm}$

Answer

$2,100 \,	ext{mm}$

Answer

$2.1\,	ext{mm}$

Question 3

Kenny made the pictograph below to show the number of DVDs a library purchased in each of three months.

Which statement explains why there MUST be an error in Kenny's pictograph?

Accepted Answer

The pictograph shows the library purchased $97\frac{1}{2}$
 DVDs in March.

Answer

The pictograph shows the library purchased $1\frac{1}{2}$
 DVDs in January.

Answer

The pictograph shows the library purchased no DVDs in February.

Answer

The pictograph shows the library purchased $30\frac{1}{2}$
 DVDs in January.

Question 4

Frankie measures and records the lengths, in FEET, of nine worms. The line plot below shows the information she records.

Based on the line plot, what is the difference between the lengths, in INCHES, of the longest worm and the shortest worm?

Accepted Answer

$7\frac{1}{2}$ inches

Answer

$18$ inches

Answer

$9$ inches

Answer

$4\frac{1}{2}$ inches

Question 5

The pictograph below shows the number of GALLONS of lemonade served each day at a carnival.

How many QUARTS of lemonade were served on Thursday?

Accepted Answer

18 quarts

Answer

16 quarts

Answer

20 quarts

Answer

17 quarts

Question 6

The bar graph below shows the annual rainfalls, in INCHES, of four cities.

What is the difference, in FEET, of the rainfalls of the city with the greatest rainfall and the city with the least rainfall?

Accepted Answer

3 feet

Answer

2 feet

Answer

7 feet

Answer

36 feet

Question 7

A fish tank is in the shape of a rectangular prism. The dimensions of the tank are shown in the picture below.

What is the volume of the tank in CUBIC FEET?

Accepted Answer

56 cubic feet

Answer

13 cubic feet

Answer

672 cubic feet

Answer

8,064 cubic feet

Question 8

The object pictured below is made from two rectangular prisms.

Which expression can be used to find the total volume, in cubic inches, of the object?

Accepted Answer

$(8 	imes 10 	imes 30) + (50 	imes 10 	imes 6)$

Answer

$(8 	imes 10 	imes 30 	imes 50 	imes 6)$

Answer

$(8 	imes 10 	imes 30) + (50 	imes 6)$

Answer

$(8 	imes 10 	imes 30) + (50 	imes 8 	imes 6)$

Question 9

A rock weighs $6\frac{1}{2}$ TONS.  How many POUNDS does the rock weigh?

Accepted Answer

13,000 pounds

Answer

12,000 pounds

Answer

192,000 pounds

Answer

208,000 pounds

Question 10

The chart below shows the number of rocking chairs a factory made in the first three months of a year and the number of rocking chairs that the factory shipped for each of those months.

How many rocking chairs that were made in the first three months of the year remain to be shipped?

Accepted Answer

205

Answer

201

Answer

2,277

Answer

1,241

Question 11

Sonja rakes leaves for $3\frac{1}{4}$ HOURS. For how many MINUTES does Sonja rake leaves?

Accepted Answer

195 minutes

Answer

225 minutes

Answer

$180\frac{1}{4}$minutes

Answer

$63\frac{1}{4}$minutes

Question 12

The line plot below shows the weights, in pounds, of peanuts purchased by 7 customers at a grocery store.
What is the combined weight, in pounds, of the peanuts purchased by the 7 customers?

Accepted Answer

$4\frac{3}{4}$

Answer

$2\frac{1}{2}$

Answer

$\frac{5}{8}$

Answer

$1\frac{3}{4}$

Question 13

Each of the students in Ms. Steven's class orders a fruit shake. The bar graph below shows the number of fruit shakes of each flavor the students order.
Which two fruit shake flavors are ordered by exactly half of the students in Ms. Steven's class?

Accepted Answer

blueberry and strawberry

Answer

banana and pineapple

Answer

banana and orange

Answer

orange and strawberry

Question 14

A metal container is shaped like a rectangular prism. The dimensions of the container are shown below.
The container is completely filled with a liquid mixture. There is an equal amount of each of the 3 liquids in the mixture. What is the volume of each liquid in the container?

Accepted Answer

$821\frac{1}{3} cm^3$

Answer

$91\frac{7}{27} cm^3$

Answer

$14\frac{2}{3} cm^3$

Answer

$273\frac{7}{9} cm^3$

Question 15

A company uses boxes with the dimensions shown below. The width is in INCHES. The length and height are in FEET.

What is the volume, in CUBIC INCHES, of each box?

Accepted Answer

$864 \,	ext{cubic inches}$

Answer

$600 \,	ext{cubic inches}$

Answer

$72 \,	ext{cubic inches}$

Answer

$6 \,	ext{cubic inches}$

Question 16

The line plot below shows the number of hours Mr. Jacobson spent writing for each of the last nine days.

What is the total number of hours Mr. Jacobson spent writing over the last nine days?

Accepted Answer

$34\frac{3}{4}$

Answer

$35$

Answer

$31$

Answer

$31\frac{6}{13}$

Question 17

A bar graph is shown below, but some of the information is missing.

Which title and axis labels would be MOST appropriate for the graph?

Accepted Answer

Title:  Voting Results
A:  Number of Voters
B:  Candidate

Answer

Title:  Airplane Elevation
A:  Elevation (feet)
B:  Time since Start (minutes)

Answer

Title:  Leo's Plants
A:  Type of Plant
B:  Average Height (inches)

Answer

Title:  Movie Tickets
A:  Number of Tickets
B:  Total Cost ($)

Question 18

The bottom of the rectangular prism shown below is covered by $1	ext{-inch cubes}$.

The height of the prism is $3	ext {inches}$. Which statement explains how to determine the volume, in cubic inches, of the rectangular prism?

Accepted Answer

Add two more layers of the number of cubes in the bottom layer: $15 + 15 + 15$.

Answer

Multiply the number of cubes in the bottom layer two more times: $15 	imes 15 	imes 15$.

Answer

Add $3$ to the number of cubes in the length and width of the bottom layer: $3 + 5 + 3$.

Answer

Multiply the number of cubes in the bottom layer by the length and width of the
bottom layer: $15 	imes 5 	imes 3$.

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