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WorksheetsGeometry Review (G1-G3)
Total questions: 25
Worksheet time: 2hrs 5mins
Describe the cross section.
rectangle
trapezoid
oval
circle
Can the sides of a triangle have lengths 3, 4, and 9?
Yes, it is an unique triangle.
No, it is a nonexistent triangle.
Yes, it is an ambiguous triangle.
Can the sides of a triangle have lengths 9, 8, and 3?
Yes, it is an unique triangle.
No, it is a nonexistent triangle.
Yes, it is an ambiguous triangle.
Find the missing angle (x)
90 degrees
45 degrees
30 degrees
65 degrees
A triangle in which all sides and angles are of equal length is called
Acute, Equilateral triangle
Acute, Isosceles Triangle
Obtuse, Equilateral Triangle
Right, Equilateral Triangle
Acute, Scalene Triangle
A triangle in which one 90 degree angle is called a
Obtuse Triangle
Right Triangle
Acute Triangle
Equilateral triangle
Scalene Triangle
Triangle ABC with side lengths 7.8 cm, 7 cm, and 6 cm is a/an
Unique, Isosceles Triangle
Unique, Scalene triangle
Ambiguous, Scalene triangle
Nonexistent Triangle
Identify the type of triangle
Unique, Isosceles, Acute Triangle
Unique, Acute, Scalene triangle
Unique, Isosceles, Right triangle
Ambiguous, Isosceles, Acute Triangle
Identify the type of triangle
Ambiguous, Scalene, Acute Triangle
Ambiguous, Obtuse, Scalene Triangle
Ambiguous, Right, Scalene Triangle
Unique, Scalene, Acute Triangle
When one triangle with specific side lengths can be created it is called an
Unique Triangle
Ambiguous Triangle
Non-existent Triangle
When more than one triangle can be formed from angle measures that add up to 180° is called an
Ambiguous Triangle
Non-existent Triangle
Unique Triangle
When three angles are added together and their sum IS NOT 180 then it creates a
Non-existent Triangle
Ambiguous Triangle
Unique Triangle
Triangle with 1 obtuse angle is called an
Acute Triangle
Right Triangle
Obtuse Triangle
Isosceles Triangle
Equilateral Triangle
Pam drew a scale drawing of a game room. She used the scale 1 inch : 2 feet. If the air hockey table is 5 inches in the drawing, how long is the actual air hockey table?
10 Feet
2.5 Feet
5 Feet
10 inches
Alan drew a scale drawing of a house and its lot. The scale he used was 1 millimeter : 5 meters. In the drawing, the lawn in the backyard is 10 millimeters long. What is the length of the actual lawn?
50 m
5 mm
10 m
5 m
Kenny drew a scale drawing of a swimming pool. The scale of the drawing was 2 centimeters : 1 meter. If the pool is 26 centimeters in the drawing, how wide is the actual pool?
13 m
2 m
13 cm
52 m
A flagpole is 1 in.= 4 ft. If the pole measures 12 inches, how tall is the actual pole?
16 feet
48 inches
48 feet
9 feet
A blueprint was using a scale of 3cm=4.5m. Find the actual length if it is 5cm on the drawing.
7.5 m
13.5 m
1.5 m
7.5 cm
Scale: 1in = 7ft. The actual width of the backyard is 49 ft, how wide is it in the drawing?
14 in
7 in
7 ft
56 in
The windows in the drawing are 1¾ cm apart, how many meters apart are the actual windows if the scale is 2 cm=10 m?
8¾ m
7½ m
8¾ cm
2¼ m
A scale drawing of a house shows 9cm by 10cm. If 6cm=12 ft, what are the actual dimensions?
9ft by 10ft
18 cm by 20 cm
12ft by 6ft
18ft by 20ft
