MUSEUM
ESCAPE ROOM
MAIN HALL
wc
ROOM 2
ROOM 3
Oh no!
All the museum's works have disappeared
Use your knowledge of circles to solve problems involving circles. Each question you get correct allows us to get a piece of art back. Can you help recover all of the art pieces?
ROOM 1
Room 1
**Hint: 9-3 concepts
1/5
Question 1
Do you know the equation of a circle?
(x-h)^2 + (y-k)^2 = r
(x-k)^2 + (y-h)^2 = r^2
(x-h)^2 + (y-k)^2 = r^2
Room 1
**Hint: 9-3 concepts
2/5
Question 2
Given the equation, how do you find the center and radius of a circle?
Find (k, h) and square r^2 to get the radius
Find (h, k) and square root r^2 to get the radius
Find (h, k) and square r^2 to get the radius
Room 1
**Hint: 9-3 concepts
3/5
Question 3
What is the radius and center of a circle with equation (x-3)^2 + (y-8)^2 = 16?
Center: (3, 8) Radius: 4
Center: (-3, -8) Radius: 16
Center: (3, 8) Radius: 256
Room 1
**Hint: 9-3 concepts
4/5
Question 4
What is the radius and center of a circle with equation (x+8)^2 + (y+4)^2 = 4?
Center: (8, 4) Radius: 2
Center: (-8, -4) Radius: 2
Center: (-8, -4) Radius: 4
Room 1
**Hint: 9-3 concepts
5/5
Question 5
How do you find the radius of a circle given the center point and a point on the circle?
Use the distance formula with the two points
Use the pythagorean theorem
Use the midpoint formula with the two points
Room 1
5/5
You have found all the works of art in this room!
CONTINUE
Room 1
You've broken a piece of the museum!
MAIN HALL
wc
ROOM 2
ROOM 3
Oh no!
All the museum's works have disappeared
Use your knowledge of circles to solve problems involving circles. Each question you get correct allows us to get a piece of art back. Can you help recover all of the art pieces?
ROOM 1
Room 2
**Hint: 10-1 concepts
1/5
Question 1
Choose the appropriate vocabulary that describes a segment with one endpoint at a circle's center and the other on the edge.
Diameter
Radius
Room 2
**Hint: 10-1 concepts
2/5
Question 2
Choose the appropriate vocabulary that describes a segment with both endpoints on the circle and passes through the circle's center
Diameter
Radius
Room 2
**Hint: 10-1 concepts
3/5
Question 3
Choose the appropriate vocabulary that describes the total distance around the circle.
Circumference
Chord
Room 2
**Hint: 10-1 concepts
4/5
Question 4
What is the diameter, radius, and circumference of the circle to the left?
Radius: 14 Diameter: 28 Circumference: 87.96
Radius: 14 Diameter: 28 Circumference: 43.98
Room 2
**Hint: 10-1 concepts
5/5
Question 5
What is the diameter, radius, and circumference of the circle to the left?
Radius: 30 Diameter: 15 Circumference: 94.25
Radius: 15 Diameter: 30 Circumference: 94.25
Room 2
5/5
You have found all the artworks in this room!
CONTINUE
Room 2
You have broken a piece of the museum!
MAIN HALL
wc
ROOM 2
ROOM 3
Oh no!
All the museum's works have disappeared
Use your knowledge of circles to solve problems involving circles. Each question you get correct allows us to get a piece of art back. Can you help recover all of the art pieces?
ROOM 1
Room 3
**Hint: All concepts used here
1/5
Question 1
Select the picture that correctly describes the circle: x^2 + y^2 = 16
Room 3
**Hint: All concepts used here
2/5
Question 2
Select the picture that correctly describes the circle: (x+3)^2 + y^2 = 36
Room 3
**Hint: All concepts used here
3/5
Question 3
Pick the circle with radius BA
Room 3
**Hint: All concepts used here
4/5
Question 4
Pick the circle with arc measure AD = 100
Room 3
**Hint: All concepts used here
5/5
Question 5
Pick the circle that has a chord that is not part of the diameter.
Room 3
5/5
You have found all the works of art in this room!
CONTINUE
Room 3
You've lost a piece of the museum!
MAIN HALL
wc
ROOM 2
ROOM 3
Oh no!
All the museum works have disappeared
Use your knowledge of circles to solve problems involving circles. Each question you get correct allows us to get a piece of art back. Can you help recover all of the art pieces?
ROOM 1
Main hall
1/5
Question 1
If arc BC = 60, classify it as major, minor, or semicircle.
Minor
Major
Semicircle
Main hall
2/5
Question 2
All intercepted arcs and all central angles have to add up to _______.
360 degrees
180 degrees
90 degrees
Main Hall
3/5
Question 3
If arc ACD = 208, classify it as major, minor, or semicircle.
Minor
Semicircle
Major
Main Hall
4/5
Question 4
Choose the correct vocabulary word that describes the part of a circle that lies between the two segments, rays, or lines that intersect the circle.
Arc length
Intercepted arc
Central angle
Main hall
5/5
Question 5
Choose the correct vocabulary word that describes the angle formed by 2 radii with the vertex at the center of the circle.
Arc length
Central Angle
Intercepted arc
Main Hall
5/5
You have found all the artworks!
CONTINUE
Restart
Congratulations!
You have recovered all the museum's works.
Great job working with circles!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
Circles Escape Room
Ashton Smith
Created on April 17, 2026
Covers topics 9-3, 10-1 and 10-2
Start designing with a free template
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Transcript
MUSEUM
ESCAPE ROOM
MAIN HALL
wc
ROOM 2
ROOM 3
Oh no!
All the museum's works have disappeared
Use your knowledge of circles to solve problems involving circles. Each question you get correct allows us to get a piece of art back. Can you help recover all of the art pieces?
ROOM 1
Room 1
**Hint: 9-3 concepts
1/5
Question 1
Do you know the equation of a circle?
(x-h)^2 + (y-k)^2 = r
(x-k)^2 + (y-h)^2 = r^2
(x-h)^2 + (y-k)^2 = r^2
Room 1
**Hint: 9-3 concepts
2/5
Question 2
Given the equation, how do you find the center and radius of a circle?
Find (k, h) and square r^2 to get the radius
Find (h, k) and square root r^2 to get the radius
Find (h, k) and square r^2 to get the radius
Room 1
**Hint: 9-3 concepts
3/5
Question 3
What is the radius and center of a circle with equation (x-3)^2 + (y-8)^2 = 16?
Center: (3, 8) Radius: 4
Center: (-3, -8) Radius: 16
Center: (3, 8) Radius: 256
Room 1
**Hint: 9-3 concepts
4/5
Question 4
What is the radius and center of a circle with equation (x+8)^2 + (y+4)^2 = 4?
Center: (8, 4) Radius: 2
Center: (-8, -4) Radius: 2
Center: (-8, -4) Radius: 4
Room 1
**Hint: 9-3 concepts
5/5
Question 5
How do you find the radius of a circle given the center point and a point on the circle?
Use the distance formula with the two points
Use the pythagorean theorem
Use the midpoint formula with the two points
Room 1
5/5
You have found all the works of art in this room!
CONTINUE
Room 1
You've broken a piece of the museum!
MAIN HALL
wc
ROOM 2
ROOM 3
Oh no!
All the museum's works have disappeared
Use your knowledge of circles to solve problems involving circles. Each question you get correct allows us to get a piece of art back. Can you help recover all of the art pieces?
ROOM 1
Room 2
**Hint: 10-1 concepts
1/5
Question 1
Choose the appropriate vocabulary that describes a segment with one endpoint at a circle's center and the other on the edge.
Diameter
Radius
Room 2
**Hint: 10-1 concepts
2/5
Question 2
Choose the appropriate vocabulary that describes a segment with both endpoints on the circle and passes through the circle's center
Diameter
Radius
Room 2
**Hint: 10-1 concepts
3/5
Question 3
Choose the appropriate vocabulary that describes the total distance around the circle.
Circumference
Chord
Room 2
**Hint: 10-1 concepts
4/5
Question 4
What is the diameter, radius, and circumference of the circle to the left?
Radius: 14 Diameter: 28 Circumference: 87.96
Radius: 14 Diameter: 28 Circumference: 43.98
Room 2
**Hint: 10-1 concepts
5/5
Question 5
What is the diameter, radius, and circumference of the circle to the left?
Radius: 30 Diameter: 15 Circumference: 94.25
Radius: 15 Diameter: 30 Circumference: 94.25
Room 2
5/5
You have found all the artworks in this room!
CONTINUE
Room 2
You have broken a piece of the museum!
MAIN HALL
wc
ROOM 2
ROOM 3
Oh no!
All the museum's works have disappeared
Use your knowledge of circles to solve problems involving circles. Each question you get correct allows us to get a piece of art back. Can you help recover all of the art pieces?
ROOM 1
Room 3
**Hint: All concepts used here
1/5
Question 1
Select the picture that correctly describes the circle: x^2 + y^2 = 16
Room 3
**Hint: All concepts used here
2/5
Question 2
Select the picture that correctly describes the circle: (x+3)^2 + y^2 = 36
Room 3
**Hint: All concepts used here
3/5
Question 3
Pick the circle with radius BA
Room 3
**Hint: All concepts used here
4/5
Question 4
Pick the circle with arc measure AD = 100
Room 3
**Hint: All concepts used here
5/5
Question 5
Pick the circle that has a chord that is not part of the diameter.
Room 3
5/5
You have found all the works of art in this room!
CONTINUE
Room 3
You've lost a piece of the museum!
MAIN HALL
wc
ROOM 2
ROOM 3
Oh no!
All the museum works have disappeared
Use your knowledge of circles to solve problems involving circles. Each question you get correct allows us to get a piece of art back. Can you help recover all of the art pieces?
ROOM 1
Main hall
1/5
Question 1
If arc BC = 60, classify it as major, minor, or semicircle.
Minor
Major
Semicircle
Main hall
2/5
Question 2
All intercepted arcs and all central angles have to add up to _______.
360 degrees
180 degrees
90 degrees
Main Hall
3/5
Question 3
If arc ACD = 208, classify it as major, minor, or semicircle.
Minor
Semicircle
Major
Main Hall
4/5
Question 4
Choose the correct vocabulary word that describes the part of a circle that lies between the two segments, rays, or lines that intersect the circle.
Arc length
Intercepted arc
Central angle
Main hall
5/5
Question 5
Choose the correct vocabulary word that describes the angle formed by 2 radii with the vertex at the center of the circle.
Arc length
Central Angle
Intercepted arc
Main Hall
5/5
You have found all the artworks!
CONTINUE
Restart
Congratulations!
You have recovered all the museum's works.
Great job working with circles!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!
You have lost a piece of the museum!