Theorems & Symbols
Angles
Line Segments + Angles?
Midpoint & Distance
Surprise
100

Triangles can be proven congruent by

SAS, SSS, ASA, AAS and HL Theorems

100

Angles that are opposite and equal 

Vertical Angles 

100

The sum of the lengths of two sides of a triangle > the 3rd side 

Triangle Inequality Theorem

100

What is the midpoint formula? 


100

What is the symbol that describes an angle? 

200

Triangles can be proven similar by

AA, SAS and SAS Similarity Theorems

200

ΔABC is an isosceles triangle. Line segment AB = Line segment AC. If angle B is 75 degrees, what is angle A? 

30 degrees

200

DE=

 1/2 AB 

200

What is the distance formula? 


200

(Triangle FGH) If Line Segments FG = HG, then ∠H = ∠F

What theorem does this statement show?

Isosceles Triangle Theorem

300

Theorem which states that the sum of the measures of the angles of triangle = 180 degrees. 

Triangle Angle Sum Theorem

300

Opposite angles in inscribed quadrilaterals are 

Supplementary

300

#4 on Geometry Assessment Handout

Find each line segment length (RS, SQ, RQ) with the following info: 

Triangle RSQ is an isosceles triangle. 

RQ = x 

RS = SQ

RQ = 4

RS = 20 

SQ = 20

300
Find Midpoint of (-4,4), (5,-1) 

(0.5, 1.5) 

300

Angles that are adjacent and equal 180 degrees

Supplementary Angles

400

Theorem which states the measure of an exterior angle of a triangle is equal to the sum of the measures of the two remote interior angles. 

Exterior Angle Theorem

400

Consecutive angles in Parallelograms are

Supplementary

400

#5 on Geometry Assessment Handout

Yes because a and b are greater than c. 

400

Find distance of (-2,3) and (-7,7).

6.403...

400

#9 on Geometry Assessment Handout

What is the midpoint of points B(4,-2) and C(0,6)? 

(2,2)

500

(Triangle XYZ) If m<X = m<Y, then Line Segment YZ  

cong

line segment XZ. 

What theorem does this statement show?

Converse of the Isosceles Triangle Theorem

500

Sum of angles in any polygon is

(n-2) 180

500

#6 on Geometry Assessment Handout

12 < c < 52

Because of: 

32-20 < c < 32+20 

500

Find distance of (6,4) and (-5,-1).

12.083..

500

#10 on Geometry Assessment Handout

What is the distance between points P(-2,6) and Q(3,-6)? 

13