Angles
Properties
Quadrilaterals
Triangles
Right triangles
100

The interior angles of a triangle sum to ______, which is called the _______________________. 

180; The Triangle Angle-Sum Theorem 

100

a=b

b=c

Therefore, a=c

Transitive property

100

Opposite angles of a parallelogram are _________

Congruent

100

A triangle has side lengths of 3,17, and _________. 

What are the possibilities in interval notation? 

(14, 20) 

100

Sin=


Opposite/hypotenuse 

200

State the isosceles triangle theorem as an if-then statement. 

If a triangle has two congruent sides, then the angles opposite these sides are congruent 

200

Provide an example of the law of detachment 

If a, then b is true. 

And a becomes true. 

Then b will happen. 

200

A rhombus is different from a square in that _____________

A rhombus has four congruent sides, but not necessarily all right angles. 

200

When is a triangle a regular polygon? 

regular polygon=congruent sides and angles

An equilateral triangle is a regular polygon.

200

Cos=

adjacent/hypotenuse

300

The exterior angle of a 17-gon sum to 

360 (always) 

300
The reflexive property invokes that.... 

a=a

300
Consecutive angles of a rhombus are ____________. 

Supplementary

300

State the triangle midsegment theorem as an if-then statement. 

If a line connects the midpoints of any two sides of a triangle, the line will be parallel and half the length of the third line 

300

Tan=

opposite/adjacent

400

Linear pairs are _________, and you can identify them because ____________________

supplementary; form a line 

400
The law of symmetry states that...

If a=b, then b=a

400

A parallelogram contains______________

Two pairs of parallel lines 

400

Name all types of triangle congruence 

HL (hypotenuse-leg) 

ASA

AAS

SSS

SAS

400

An isosceles right triangle has leg lengths of a. What is the hypotenuse length? 

a2+a2=c2
square root of (2a2) = c
500

Vertical angles are ___________, and you can identify them because they are _____________. 

Congruent; opposite one another when two lines intersect. 

500

Provide an example of the law of syllogism 

If p, then q

If q, then r

Therefore: if p, then r

500

The diagonals of a parallelogram ___________

Bisect one another 

500

After proving two triangles are congruent, you can use ______________. 

CPCTC (corresponding parts of congruent triangles are congruent) 

500

The angles in a right triangle are 90, 30, 60. What are the lengths of each side if the shortest side is 3 meters long? 

shortest side = 6

hypotenuse = 12

medium side = 6*square root of 3