Classifying Triangles
Angles in Triangles
Parallel & Perpendicular Lines
Misc.
Triangle Congruency
100

Identify the triangle as (equilateral, isosceles or scalene) by the side lengths described.

A triangle with side lengths of 6 cm

Equilateral Triangle

100

Complementary angles add up to what?

90

100

What is the relationship between two lines that are parallel?

Their slopes are the same

100

solve the proportional relationship:
x        12
-   =    -
4        8

6

100

What does CPCTC stand for?

Corresponding Parts of Congruent Triangles are Congruent

200

A triangle has side lengths of 15 feet, 9 feet, and 15 feet. What kind of triangle is this?

Isosceles

200

Supplementary angles add up to what?

180 

200

if given two parallel lines and a transversal, what is the relationship of same side interior angles?

supplementary (add to 180)

200

The midsegment of a triangle is half the length of what?

Side parallel to it

200

To use SSS congruency, you must show _______________.

That each side of one triangle is congruent to a corresponding side of a different triangle.

300

What type of triangles can we perform trig functions on

right triangles (90 degrees)

300

If a right triangle has an angle that measures 37 what is the measure of the other angle? 

53

300

What is the relationship between the slopes of  perpendicular lines?

They are opposite/negative reciprocals

300

Which trigonometric function would you use if you know the opposite and hypotenuse sides of the triangle?

Sine (SOH; sine=opposite/hypotenuse )

300

what transformation creates similar but not congruent triangles?

dilation 

400

What is the measure of each angle in an equilateral triangle?

60o

400

Name the exterior angle of a triangle theorem

the exterior angle of a triangle is equal to the two non-adjacent interior angles

400

Definition of perpendicular 

at an angle of 90° to a given line, plane, or surface.

400

What is the midpoint formula?

x1+x2          y1+y2
______    ,    ______
     2                  2

400

Describe the difference between when you can use the shortcut ASA and AAS.

To use ASA, there needs to be two corresponding angles and a corresponding included side that's congruent. To use AAS, there needs to be two congruent, corresponding angles and a congruent, corresponding side that is NOT between the angles.

500

The sum of the measures of the angles of a triangle is _____ degrees.

180

500

If the two non-adjacent angles are: x+10 and 2x+4

and the exterior angle is 130 degrees, what is the value of x?

38.667

500

if given two parallel lines and transversal, what is the relationship of corresponding angles?

congruent
500

set up and solve the trig function: 

Given: angle of 51 degrees, know adjacent side is 11 feet. Solve for the hypotenuse side

x= 17.48 feet.

Cos(51)=11/x (multiply both sides by x)

x (cos(51))=11 (divide by cos(51)both sides

x=17.48

500

Can you prove tringle congruency with SSA or AAA?

No

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