Unit 1 & 2
Unit 3 & 4
Unit 5 & 6
Unit 7 & 8
Unit 9 & 10
100

3x - 5 = 6x + 4

x = -3

100

A triangle that has all 3 sides different lengths is called a?

Scalene Triangle

100
What is it called when you are given a triangle with all sides unknown, but no angles given?

SSS or Side-Side-Side

100

tan(41) =1.8/x 

x = 1.8/tan(41) = ?

2.071

100

What is a Diameter?

A straight line that passes through the center of a sphere

200

5 (x+2) = 20

x = 2

200

A triangle that has one angle greater than 90 degrees is called an?

Obtuse Triangle

200

What is it called when a Triangle has 2 adjacent sides, with an angle directly between them?

SAS  or Side-Angle-Side

200

Is a trapezoid a type of polygon?

Yes

200

Find the circumference of a circle if the radius is 67?

Find the diameter using the numbers provided.

Circumference = 421

Diameter = 134

300

∠1 and ∠2 are supplementary angles. What is the sum of the angles combined?

If m∠1=(4x+29)°and m∠2=(3x+11)°. Solve for x

Sum = 180

x = 20



300

Does the letter (Capital T) have Line, Rotational, Point, or no symmetry?

Line Symmetry

300

What are 2 lines that never intersect called?

Parallel lines

300

Is a rectangle is a four-sided shape with four right angles and equal sides?

False

300

If a circular rug has a diameter of 12 feet. What is the radius of the rug, and what is its total area?

Radius = 6 

Area = 113

400

find the angle of a supplementary compliment that is 67.

113

400

Does the letter (Capital O) have Line, Rotational, Point, or no symmetry?

All

400

What are 2 lines called that intersect at 90 degrees?

Perpendicular lines

400

Are all quadrilaterals squares?

No

400

How do you find the volume of a rectangular prism?

L x W x H

500

Find the measurement of angle a of a complimentary angle, if angle b = 27.

63

500

Does the letter (Capital Q) have Line, Rotational, Point, or no symmetry?

None

500

What is the ratio of a vertical change called?

Slope

500

Is a square a rectangle?

Yes

500

A trampoline has a total diameter of 14 feet. Determine the radius of the trampoline and find the area of the jumping surface.

Radius = 7

Area = 154