Equations
Inequalities
Triangles
Angles
Vocabulary
100

Solve the following for x: 

3x - 14 = 22

x = 12

100

Solve the following inequality: 

x + 8 > 14

x > 6

100

What are the two ways you can identify a triangle by?

Angles and Sides

100

How many points do you need to classify an angle?

3

100

What is the difference between supplementary and complementary angles?

Supplementary angles have a sum of 180 degrees, and Complementary angles have a sum of 90 degrees.
200

Solve the following for x:

2x + 15 = 100

x = 85

200

Solve the following inequality for y: 

y - 20 < 40

y < 60

200

Find the measurement of angle c in triangle ABC

m<C = 63 degrees

200

Find the following: 

1. Measurement of <A 

2. Value of X 

3. Measurement of <D

1. m<A = 89 degrees

2. x = 44 

3. m<D = 91 degrees

200

Define vertical angles (List the 2 most important characteristics)

1. Vertical angles are opposite from each other 

2. Vertical angles are congruent (equal)

300

Solve the following for y: 

y/4 = 25

y = 100

300

Solve the following inequality for x: 

-x + 13 > 39

x < -26

300

Solve for x in triangle CDE

x = 8

300

Find the measurement of <ABD

m<ABD = 60 degrees

300

What are the three types of triangles identified by their sides? How many equal sides do each triangle have?

Equilateral Triangles = All 3 sides are congruent 

Isosceles Triangles = 2 sides are congruent 

Scalene Triangles = No sides are congruent

400

Solve the following for x: 

x/3  - 12 = 18

x = 90

400

Write and solve an inequality that represents the following: 

Negative three times a number plays four is no more than the number minus eight.

-3n + 4 <= n - 8

n >= 3

400

In triangle ABC, <A is 32 degrees. <B is double the size of <A.  What is the measurement of <C? 

m<C = 84 degrees

400

Find the following: 

1. <DBE 

2. <CBD 

3. <ABE

1. <DBE = 90 degrees

2. <CBD = 90 degrees 

3.<ABE = 90 degrees

400

What is the triangle theorem?

A theory that states "the sum of all three interior angles in a triangle must equal 180 degrees"

500

3/4x + 6 = 12

x = 8

500

Write and solve an inequality that represents the following: 

Keith has $500 in a savings account at the beginning of the summer.  He wants to have at least $200 in the account by the end of summer.  He withdraws $25 a week for his cell phone bill. How many weeks can Keith withdraw his money from his account?

500 - 25w >= 200

w = 12 weeks

500

In triangle ABC, <A is 2x + 13 degrees. <B is 78 degrees. What is the measurement of <C?

<C = 29.67 or 29.7 degrees

500

Find the following: 

1. Value of x 

2. m<ACD 

3. m<DCB

1. x = 54

2. m<ACD = 144 degrees 

3. m<DCB = 36 degrees

500

What is the difference between the following: 

Acute, Obtuse, Straight, and Right angles?

Acute Angles: Less than 90 degrees

Obtuse Angles: More than 90 degrees

Straight Angles: 180 degrees

Right Angles: 90 degrees exactly

M
e
n
u