Free Printable 2024 5th Math DCA 3 Review

Worksheets

2024 5th Math DCA 3 Review

Total questions: 40

Worksheet time: 2hrs 0mins

Name

Class

Date

5.06 (a) 5.027

Choose from the below words

Reorder the following from least to greatest

3.004

3.04

3.57

3.6

3.91

The length of a ribbon is 28.5 inches. Raul cut the ribbon into 6 smaller pieces that were all the same length. What is the length of each smaller piece of ribbon?

0.47 inches

47.5 inches

171 inches

4.75 inches

32.4 x 1.6

6.274

5.184

51.84

48.86

A florist sells a dozen roses for $29.88. What is the cost of one rose? (5.3G)

$2.41

$2.49

$2.40

$2.08

Mr. C earns $20.16 working for 3 hours. He is paid the same amount for each hour that he works. How much does he earn per hour?

$60.48

$6.82

$6.72

$6.71

Jenny finished a bike race in 42.4 minutes. Jason finished the race $14\ \frac{1}{4}$ minutes sooner than Jenny finished it. How many minutes did it take Jason to finish the race?

28.25 minutes

56.65 minutes

28.15 minutes

18.49 minutes

Kimberly's pencil box and notebook weigh a total of $1\ \frac{2}{15}$ pounds. Her notebook weighs 0.8 pounds. How much does her pencil box weigh?

$1\ \frac{14}{15}$ pounds

$\frac{1}{3}$ pounds

$1\ \frac{13}{15}$ pounds

$\frac{13}{15}$ pounds

Mackenzie collects stickers in a sticker book.

She has 127 animal stickers. She has 35 fewer scratch-and-sniff stickers than animal stickers. She has 9 more star stickers than scratch-and-sniff stickers.

Write an equation that represents s, the number of star stickers in Mackenzie’s collection?

(a) (b) = S

Choose from the below words

(127 - 35)

÷ 9

(127 + 35)

X 9

$\div9$

(127 - 9)

-35

10.

Ms. Lemar bought 7 boxes of erasers for her students. Six boxes had 16 erasers each, and one box had 12 erasers. Which equation can be used to determine x, the total number of erasers Ms. Lemar bought?

( (a) x (b) ) + (c) = x

Choose from the below words

11.

Kendra earned a total of $625 selling jewelry.

- She sold 7 necklaces for $55 each.

- She sold 8 rings.

- Each ring was sold for the same price.

The equation shown can be used to find r, the amount of money in dollars she earned for each ring sold.

$r\ =\ \left[625\ -\ \left(7\ \times\ 55\right)\right]\ \div\ 8$

What was the amount of money in dollars Kendra earned for each ring sold?

$30

$240

$45

None of these

12.

An expression is shown.

175 – [(55 – 15) ÷ 5 + 3]3

Describe the operations that are included within the parentheses and brackets of the expression and in which order they should be completed to simplify the expression.

Subtraction, addition, and division

First add, then divide, then subtract

Subtraction, addition, and division

First subtract, then divide, then add

Mulitplication, addition, subtraction, division

First multiply, then divide, then add

Mulitplication, division, addition, subtraction

First subtract, then divide, then add

13.

Look at the follow problem.

55 ÷ 11 + 7 x (2 + 14)

Select the answer that shows the CORRECT order to solve this problem using order of operations

parenthesis, division, multiplication, addition

parenthesis, multiplication, addition, division

parenthesis, division, addition, multiplication

multiplication, division, addition, parenthesis

14.

Which statement is true about the parentheses in this expression?

$5[(14+5)-3\times2]$

The parentheses indicate that 3x2 should be solved first

The parentheses indicate that 14+5 should be last

The parentheses indicate that 14+5 should be solved after 3x2

The parentheses indicate that 14+5 should be solved before 3x2

15.

Simplify 7(4+16)-25

105

115

205

16.

James wants to save money to buy two new games. He had $35 from his birthday, and he saved $5.20 each week from doing chores. The amount of money that each game costs is represented by the expression below.

$\left[35+4\left(5.20\right)\right]\div2$

(a)

17.

(a)

18.

Choose 3 shapes that are Parallelograms.

19.

Which 3 figures belong in the part of the organizer labeled “Isosceles triangles”?

Figure I

Figure II

Figure III

Figure IV

Figure V

20.

The Venn Diagram is being used to classify two types of quadrilaterals.

Which type of figure will always belong in the shaded section of this Venn diagram?

Rectangle

Rhombus

Square

Trapezoid

21.

Joy wants to create a box with a volume of 8 cubic units. Which dimensions would work?

length: 8 units
width: 8 units
height: 8 units

length: 2 units
width 4 units
height: 3 units

length: 4 units
width: 2 units
height: 2 units

length: 2 units
width: 4 units
height: 1 unit

22.

Alejandra was baking cube shaped rice crispy treats. The following shows the first layer of treats she packed in a box. Alejandra packed 8 layers in the box. How many rice crispy treats did Alejandra pack in the box?

15 treats

230 treats

16 treats

120 treats

23.

What is the volume of the rectangular prism when it is fully packed if there are no gaps or overlaps in the unit cubes?

15 cubic inches

60 cubic inches

30 cubic inches

10 cubic inches

24.

A rectangle has one side that measures 6 feet and the other side measures 4 feet. Which of these cannot be used to find the area of the rectangle?

6 + 6 + 6 + 6

4 x 6

6 x 4

25.

Maura drew a square. Each side measures 6 cm. What is the area of the square?

24 sq cm

36 sq cm

42 sq cm

48 sq cm

26.

Find the area of A and B combined

44 sq m

54 sq m

21 sq m

27 sq m

27.

What is the volume of the rectangular prism when it is fully packed if there are no gaps or overlaps in the unit cubes?

15 cubic inches

60 cubic inches

30 cubic inches

10 cubic inches

28.

Rita is using cubes (each measuring 1 cubic unit) to fill in a box in the shape of a rectangular prism. So far, she has placed 12 unit cubes in a single layer and has only covered one-half of the base of the box. If the box is 9 unit cubes tall, how many cubes will she use to fill the box completely?

108

240

216

1,296

29.

Find B, the area of the base.

30 cm²

15 cm²

26 cm²

50 cm²

30.

The height of a two-story building is 6 meters. How tall is the building in centimeters?

6,000 centimeters

60 centimeters

6 centimeters

600 centimeters

31.

A cafeteria manager buys 25 gallons of milk. She wants to store the milk in quart containers. How many quart containers does she need?

40 quarts

100 quarts

400 quarts

10 quarts

32.

Marco makes a railing by gluing two pieces of wood end to end. One piece is 1 foot 8 inches long. The other is 3 feet 3 inches long. What is the length of the railing?

5 feet 8 inches

4 feet 11 inches

5 feet 1 inch

4 feet 3 inches

33.

Match the picture to the correct fraction number sentence. Make sure the rows and columns match the fractions you select.

$\frac{1}{5}\ \times\frac{3}{8}\ =\frac{3}{40}$

$\frac{3}{10}\times\frac{2}{5}=\frac{6}{50}$

$\frac{1}{9}\times\frac{2}{5}=\frac{2}{45}$

$\frac{4}{5}\times\frac{1}{10}=\frac{4}{50}$

34.

What expression is modeled above?

5 x 1/6

1/5 x 6

5/30

6 x 1/5

35.

What expression is modeled above?

3 x 9/24

3 x 3/8

3/8 x 3/8

9/24 x 3

36.

37.

Karlee used 4 pieces of fabric for a project. One piece was 4/5 of a yard, another was 1.5 of a yard, the third piece was 1/4 of a yard and the last piece was 2 1/10 yards long. How much fabric did she use?

6.68

4.05

5.35

4.65

38.

Which decimal is equivalent to 3/4?

39.

Daniel watched a beetle and a spider on the sidewalk. The beetle crawled 1/2 of a yard and the spider crawled 1/6 of a yard. How much farther did the beetle crawl than the spider?

1/4

1/3

1/2

2/3

40.

At the neighborhood block party, Cora served 1/2 of a gallon of hot chocolate and 0.1 of a gallon of apple cider. How much hot chocolate and apple cider did Cora serve?

3/5

2/5

2/11

1/6

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2024 5th Math DCA 3 Review

Total questions: 40

Worksheet time: 2hrs 0mins

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