WorksheetsG5_Q4_Reviewer
Total questions: 70
Worksheet time: 35mins
A _________ is a two-dimensional shape having all sides of
equal length and all interior angles of equal measure.
Regular Polygon
Irregular Polygon
A polygon that has three sides.
Triangle
Pentagon
A polygon that has five sides.
Hexagon
Pentagon
A polygon that has 4 sides.
Heptagon
Quadrilateral
A polygon that has 7 sides.
Heptagon
Octagon
A polygon that has 6 sides.
Nonagon
Hexagon
A polygon that has 9 sides.
Nonagon
Decagon
A polygon that has 8 sides.
Octagon
Decagon
A polygon that has 10 sides.
Heptagon
Decagon
Find the interior angle sum for each polygon. Round your answer to the nearest tenth if
necessary.
A
B
C
D
What is the measurement of each angle in the following regular polygon?
1260°
140°
70°
126°
________ means equal
congruent
similar
polygons
none of the above
This are the polygons that are equal in sides and shape.
congruent polygon
similar polygon
polygons
none of the above
The picture is a example of _________
congruent polygon
similar polygon
polygons
none of the above
The picture is a example of _________
congruent polygon
similar polygon
sides
not congruent or similar polygon
Max went to bed at 10:45. How would we record this in 24-hour clock time?
2245
2045
1045
0045
An examination started at 11:34.
The time in 12-hour clock is ____________________?
11:34 a.m.
11:34 p.m.
A train left the station at 10:15 p.m.
The time in the 24-hour clock is ___________?
21:15
22:15
A plane departs at 5:30 p.m. from an airport.
What is the departure time in the 24-hour clock?
15:30
17:30
How do you write 9:10 a.m. using 24-hour clock?
9:10
09:10
How do you write 15:35 using 12-hour clock?
3:35 p.m.
3:35 a.m.
Which one is written in 24-hour clock?
08:30
8:30 a.m.
This airplane leaves London at 06:45. What time is that?
6:45 in the morning
6:45 in the evening
If my radius is 10 ft, what is my diameter?
5 ft
20 ft
31.4 ft
62.8 ft
The radius of a circle is...
The measurement from an edge of a circle to another edge.
The measurement around the circle
The measurement from an edge of a circle to another edge going through the center
The measurement from the center of the circle to an edge of the circle
The diameter of a circle is...
The measurement from an edge of a circle to another edge.
The measurement around the circle
The measurement from an edge of a circle to another edge going through the center
The measurement from the center of the circle to an edge of the circle
The circumference of a circle is...
The measurement from an edge of a circle to another edge.
The measurement around the circle
The measurement from an edge of a circle to another edge going through the center
The measurement from the center of the circle to an edge of the circle
If you are given the radius of a circle how could you find the diameter of the same circle?
Multiply the radius by 3.14
Multiply the radius by 2
Multiply the radius by 1/2
Divide the radius by 2
If my radius is 10 ft, what is my diameter?
5 ft
20 ft
31.4 ft
62.8 ft
What is the diameter of the pictured circle?
4 cm
8 cm
12 cm
16 cm
If you are given the diameter of a circle how could you find the radius of the same circle?
Multiply the diameter by 3.14
Multiply the diameter by 2
Multiply the diameter by 1/2
Divide the diameter by 3
If the diameter of a circle is 16.6 in, what is the radius?
8.3 in
16.6 in
33.2 in
52.124 in
What is the radius of the pictured circle?
12.5 cm
25 cm
50 cm
78.5 cm
To calculate the circumference of a circle...
You multiply the diameter by 1/2
You multiply the diameter by 2
You multiply the radius by 3.14
You multiply the diameter by 3.14
Find the circumference (round to the nearest hundredth).
14.13 cm
26.28 cm
28.26 cm
56.52 cm
Find the circumference (round to the nearest hundredth).
2.16 m
2.61 m
4.02 m
4.08 m
Alex has trained his puppy, Popper, to jump through a ring. According to Alex's measurements and calculations, the ring has a diameter of 3.5 feet. What is the ring's circumference?
11.32 ft
12.25 ft
10.99 ft
8.75 ft
Find the circumference (round to the nearest hundredth).
2.55 cm
8.36 cm
12.56 cm
25.12 cm
Find the circumference (round to the nearest hundredth).
1.62 cm
2.51 cm
5.02 cm
50.24 cm
If the circumference of a circle is 76 inches what is the diameter (rounded to the nearest hundredth)?
12.1 inches
15 inches
24.2 inches
26 inches
Find the circumference (round to the nearest hundredth).
14.13 cm
26.28 cm
28.26 cm
56.52 cm
Find the circumference (round to the nearest hundredth).
2.55 cm
8.36 cm
12.56 cm
25.12 cm
Alex has trained his puppy, Popper, to jump through a ring. According to Alex's measurements and calculations, the ring has a diameter of 3.5 feet. What is the ring's circumference?
11.32 ft
12.25 ft
10.99 ft
8.75 ft
What do you call a line segment in a solid figure where two faces meet?
side
vertex
edge
base
This is the term given to a three-dimensional figure whose six faces are all identical squares.
pyramid
cube
prism
cone
Each of the six faces of a solid figure is either a rectangle or a square. Which of the following could be the shape of the solid figure described in the previous sentence?
triangular prism
rectangular pyramid
triangular pyramid
rectangular prism
What kind of solid figure has two circular bases and one curved face?
cone
cylinder
sphere
cube
Which of the following solid figures has a circular base and a single vertex?
cylinder
sphere
cone
cube
410 cm3
420 cm3
402 cm3
401 cm3
length=2 units
width=2 units
height=3 units
Express 9 m3 in cm3
9 000 000 cm3
90 000 cm3
9 000 cm3
900 000 cm3
Express 80 000 cm3 in m3
0.0008 m3
0.8 m3
0.008 m3
0.08 m3
Express 15 liters in cm3
15 000 cm3
150 cm3
150 000 cm3
1 500 cm3
Express 0.7 liters in cm3
70 cm3
700 cm3
7 cm3
7 000 cm3
Express 30 cm3 in liters
0.03 liters
0.003 liters
0.3 liters
3 liters
Express 0.3 m3 in cm3
300 000 cm3
3 000 cm3
3 000 000 cm3
30 000 cm3
Why different colors are used to show data in the double-line graph?
To make us confuse.
To add to the beauty of the graph.
To easily interpret the two data.
What are the parts of the line graph?
Labels and Middle
title, labels, scale, point, and line.
Upper, Down, scale, and point.
