Logic
Geometry/Angle Basics
Transversals
Triangle Basics
Congruent Basics
100

Prove the conjecture is false by finding a counterexample. 

All birds can fly 

any bird that doesn't fly. Penguin/ostritch 

100

Value of x.

x = 2 

AB = 25

BC = 14

100

The equation for this angle relationship:

x = 50 

100

If two angles in a triangle are congruent, the triangle can ______________________ be classified as a right isosceles triangle.

sometimes 

100

Given △BUN ≅ △FRY, find the corresponding parts for each of the following.

∠B = ∠_______ 

∠N = ∠_______ 

BN = _______ 

UN = _______

∠B = ∠F

∠N = ∠Y 

BN = FY 

UN = RY

200

Write the converse: 

If Ms. Helson finishes the Summer Reading Challenge, then she will win a prize.

If Ms. Helson will win a prize, then she finishes the summer reading challenge. 

200

If measure of angle H = 48 degrees. Then the complement of angle H would be ______ and the supplement of angle H would be __________. 

42 and 132

200

the value of angle c:

44 degrees 

200

The measure of angle K

k = 73 

200


SAS. Scale factor 3/2 or 2/3

300

What is the biconditional? 

If Ms. Helson finishes the Summer Reading Challenge, then she will win a prize.

 

Ms. Helson finishes the SRC if and only if she will win a prize. 

300

Suppose Q is the midpoint of the line segment PR. PQ = 3x + 2. PR = 34. Find the value of x. 

X = 5

300

The measure of angle 1.

angle 1 = 102

300

List the sides of  triangle DEG from shortest to longest.

Shortest: GE

Middle: DE

Longest: DG

300

Are these two triangles congruent? If so, by what shortcut?

Congruent by ASA

400

Jason knows that if he misses practice on Wednesday then he can’t start in the game on

Thursday. Jason missed practice on Wednesday. 

What law is this statement: Syllogism, Detachment, or Contrapositives. 

Write the conclusion. 

Law of detachment: Jason does not start in the game on Thursday. 

400

Determine if AB and CD are congruent segments. 

Given A(3, -4), B(-10, -4), C(-2, -5), and D(3, -7)

Use the distance formula: 

the distances have to be the same for them to be congruent. 

AB distance = 13 

CD distance = sqrt29

400

angle 1 and angle 4 are vertical angles

angle 1 = 33 and angle 4 = 7x + 5 

find x.

x = 4

400

Find the range of possible measure for the third side.

8,12

4 < x < 20

400

Are these two triangles congruent? If so, by what shortcut?

Congruent by SAS. 

500

Let p represent "I go to the store" and let q represent "I will buy ice cream."Write the symbolic notations. 

~ q --> ~ p 

If I don't buy ice cream, then I will not go to the store. 

500

m∠TUV = (8x – 20), ∠TUW = (3x + 1), ∠WUV = (2x – 3). Find the value of x and m∠TUV.

x = 6 and measure of angle TUV = 28 degrees 

500

What transversal creates corresponding angles 1 and 5?

line c

500

Solve for the missing measurement <C


angle C = 40 degrees

500

The ______ theorem says that triangle ______ is similar to triangle _______ .

SAS, ABC and DFE. 

M
e
n
u