Angle Relationships
Solve for the missing Angle
Equations
Angle Relationships 2
Inequalities
100
Two angles that add up to be 90 degrees
What are complimentary angles?
100
Find the missing angle
What is 15 degrees?
100
Solve for the variable:
71 = 45 + 2x
x = 13
100
The angle relationship being displayed is ______
What is Vertical?
100
What is the solution
set for y in the following
inequality: 5y+6≥−9 ?
y≥−3
200
Two angles that add up to be 180 degrees
What are Supplementary angles?
200
Find the missing angle
What is 103 degrees?
200
Solve for the variable.
4g + 12 = 60
g = 12
200
Angle Y is _______
What is 76 degrees?
200
Which represents
the value of x
in 6−4x≤26 ?
x≥−5
300
The interior angles of a triangle must always add up to be _______
What is 180 degrees?
300
Solve for x
What is 30 degrees?
300
Solve for the variable:
-20 + 4m = 60
m = 20
300
Angle X is _______
What is 104 degrees?
300
For thw following inequality. 5(x + 4) < 32
What is the MAXIMUM possible value for x?
1) 6 2) 3 3) 2 4) 0
3) 2
400
The number of degrees around a point is ________
What is 360 degrees
400
Solve for x and the missing angle
What is x=66 and angle=132 degrees
400
Solve for the variable:
3x + 19 = 70
x = 17
400
Angle C is _______
What is 50 degrees?
400
Which graph shows the solution to the inequality? x+4≤4
1
500
If the first 2 interior angles of a triangle are 98 degrees and 47 degrees, what is the measure of the third?
What is 35 degrees?
500
What is the value of the larger angle?
What is 65 degrees?
500
Solve for the variable:
10w + 2 + 8 + 4w + w + 20 = 180
w = 10
500
This triangle classified by angle and side length is _______ and _________ 
What is an obtuse and scalene triangle?
500
Mark had $20, but he lost some of his money in the quad area of the school. He now has no less than $16. How much money could Mark have lost? Using x write the inequality that BEST models the situation
20 - X > 16