Classify Angles
Angle Relationships
What your angle?
Triangle Inequality
Triangle Sum
100
What is an obtuse angle?
100
What is the relationship between 2 angles whose sum is 90 degrees?
What are complementary angles?
100
Write an equation to solve for h
What is h=60?
100
The sum of 2 shorts sides of a triangle must be ________________ than the largest side.
What is 'greater'?
100
The sum of all angles must equal exactly ___________
What is 180 degrees?
200
What is an acute angle?
200
What is the relationship between 2 angles that are directly across the vertex AND have the same measure?
What are vertical angles?
200
Write an equation to solve for p
What is p=27?
200
Can these three side lengths create a triangle?
Yes! What is a 'unique triangle'?
200
Yes!
300
How would you classify an angle that is exactly 90 degrees?
What is a right angle?
300
What is the relationship between two angles whose sum is 180 degrees?
What are supplementary angles?
300
What is x=45?
300
Can these three side length form a triangle?
No! What is 'no triangle'?
300
No!
400
How would you classify an angle that is exactly 180 degrees?
What is a straight angle?
400
What are complementary angles?
400
Write an equation to solve for x
What is x=12?
400
Can these three side lengths create a triangle?
Yes! What is a 'unique' triangle?
400
Write and solve an equation to find the missing 3rd angle
What is 54 degrees?
500
What is HIJ, JIH, and I?
500
What are supplementary angles?
500
Write an equation to solve for the variable
What is x=15?
500
Can these side lengths create triangle?
No! What is "no triangle'?
500
Write and solve an equation to solve for the variable
What is x=12?