determine the area of composite figures containing combinations of rectangles, squares, parallelograms, trapezoids, triangles, semicircles, and quarter circles
solve problems involving the lateral and total surface area of a rectangular prism, rectangular pyramid, triangular prism, and triangular pyramid by determining the area of the shape's net
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Q 1/23
Score 0
A field is surrounded by a track, as shown. What is the total area of the field, to the nearest whole square yard? (Use 3.14 for π)
300
5,157 yd²
6,963 yd²
7,500 yd²
5,981 yd²
Q 2/23
Score 0
A 2-meter wide deck surrounds a swimming pool, as shown. What is the approximate area of the pool? (Use 3.14 for π)
300
130.24 m²
272.52 m²
105.12 m²
193.04 m²
23 questions
Q.
A field is surrounded by a track, as shown. What is the total area of the field, to the nearest whole square yard? (Use 3.14 for π)
1
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
A 2-meter wide deck surrounds a swimming pool, as shown. What is the approximate area of the pool? (Use 3.14 for π)
2
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
Drew draws an outline of a house on a rectangular piece of construction paper that measures 15 inches by 12 inches. The outline of the house is shown. If Drew cuts the outline of the house from the paper, how much construction paper will be left over?
3
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
What is the area of the figure shown below?
4
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
What is the area of the figure shown?
5
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
What is the area of the figure shown below?
6
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
A quarter circle has been cut from a square sheet of paper, as shown, in the diagram. What is the approximate area of the quarter circle that was cut from the paper? (Use 3.14 for π)
7
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
A quarter circle has been cut from a square sheet of paper, as shown in the diagram. What is the approximate area of the remaining paper after the quarter circle was removed? (Use 3.14 for π)
8
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
Emma made a large kite consisting of one parallelogram and two identical triangles, as shown. What is the area of Emma's kite?
9
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
A square is attached to a semi-circle to make the figure shown. If the radius of the semi-circle is 4 meters, what is the approximate area of the figure?
10
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
Michael raked all of the leaves in his yard. The area he raked is shaded in the diagram shown. How many square feet did Brian rake in the yard?
11
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
Susie is making a birdhouse. He draws the pattern for one side of the birdhouse on a piece of wood, as shown. What is the area of the shaded portion?
12
300 sec
7.9.C: Expressions, Equations and Relationships
Q.
Evelyn bought a flat cardboard box and folded it to make a gift box with the dimensions shown. How much cardboard did Evelyn use to make the box?
13
300 sec
7.9.D: Expressions, Equations and Relationships
Q.
Caleb bought fabric to make a tent in the shape of a triangular prism. If he needed fabric for all sides of the tent, how much fabric did Caleb buy?
14
300 sec
7.9.D: Expressions, Equations and Relationships
Q.
A museum displays small artifacts on 10 stands that are shaped like triangular prisms. Each prism sits on one side of its bases and has the dimensions below. The museum will paint the sides and one of the bases of all 10 prisms. How many square feet will be painted for the 10 stands?
15
300 sec
7.9.D: Expressions, Equations and Relationships
Q.
A company designed a glass box in the shape of a triangular pyramid. The base of the bottle was an equilateral triangle that was 12 centimeters long and had a height of 10.4 centimeters. The height of the triangles for each lateral face was 15 centimeters. How many square centimeters of glass did the company use to make the sides each bottle?
16
300 sec
7.9.D: Expressions, Equations and Relationships
Q.
A company designed a glass box in the shape of a triangular pyramid. The base of the bottle was an equilateral triangle that was 12 centimeters long and had a height of 10.4 centimeters. The height of the triangles for each lateral face was 15 centimeters. How many square centimeters of glass did the company use to make each bottle?
17
300 sec
7.9.D: Expressions, Equations and Relationships
Q.
A company can package snacks in a triangular prism. The dimensions are shown. What is the total lateral area of the triangular prism?
18
300 sec
7.9.D: Expressions, Equations and Relationships
Q.
A company can package snacks in a triangular prism. The dimensions are shown. What is the total surface area of the triangular prism?
19
300 sec
7.9.D: Expressions, Equations and Relationships
Q.
Karen has a net for a rectangular prism, as shown. If Karen folds the net to make the rectangular prism, what will be the lateral surface area of the prism in square centimeters?
20
300 sec
Q.
Karen has a net for a rectangular prism, as shown. If Karen folds the net to make the rectangular prism, what will be the surface area of the prism in square centimeters?
21
300 sec
Q.
Joseph made a square pyramid using the net shown. If Joseph wants to only paint the sides of the net, how much area will he be painting?
22
300 sec
Q.
Joseph made a square pyramid using the net shown. If Joseph wants to paint the entire net, how much area will he be painting?
