Special
Names of Angles
What's the Measure?
Complex Shapes
How Do I Solve?
WTH?
100
∠5 and ∠7?
What are vertical angles?
100
∠7
What is 147 degrees?
100
Find the value of w and x.
What is w = 78 and x = 116?
100
Identify if the angles are congruent or supplementary, and write the equation to solve.
What is supplementary, 5x + 35 + 45 = 180?
100
Solve for the value of z
What is z=35?
200
∠17 and ∠18
What is a linear pair?
200
∠14
What is 90 degrees?
200
Find the value of y.
What is y = 105?
200
Identify if the angles are congruent or supplementary, and write the equation to solve.
What is congruent, 4x + 10 = 8x - 25?
200
Solve for x.
What is x = 7?
300
∠16 and ∠6
What are Alternate Exterior Angles?
300
∠3 - ∠13 + ∠9 - ∠4
What is zero?
300
Find the value of a.
What is a = 30?
300
Identify if the angles are congruent or supplementary, and write the equation to solve.
What is supplementary, 3x - 10 + 5x + 30 = 180?
300
Find the value of z.
What is z = 65?
400
∠18 and ∠5
What are Same Side Interior Angles?
400
2(∠1 + ∠ 12) - 3(∠16 + ∠18)
What is 162?
400
Find the value of b.
What is b = 15?
400
Identify if the angles are congruent or supplementary, and write the equation to solve. (If solving for x)
What is congruent, 17x - 70 = 2x + 5?
400
Solve for the value of z.
What is z = 60?
500
∠1, ∠2, ∠3, ∠20 and ∠13, ∠10, ∠11, ∠12 respectfully.
What is are corresponding angles?
500
3(∠2 - ∠8) + (∠1 - ∠13)(∠7-∠3)
What is 75?
500
Find the value of d.
What is d = 30?
500
Identify if the angles are congruent or supplementary, and write the equation to solve. (If solving for y)
What is congruent, 125 = 7y + 27?
500
Solve for the value of x.
What is x = 45?
Continue
ESC
Reveal Correct Response
Spacebar
M
e
n
u
Team 1
0
+
-
Parallel Lines & Transversals
No teams
1 team
2 teams
3 teams
4 teams
5 teams
6 teams
7 teams
8 teams
9 teams
10 teams
Custom
Press
F11
Select menu option
View > Enter Fullscreen
for full-screen mode
Edit
•
Print
•
Download
•
Embed
•
Share
JeopardyLabs
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400
400