Multiplying Powers
types of triangles
ways to prove triangle congruence
Angle Relationships
Parallelograms
100

solve 24

16

100

A triangle with exactly 90*

what is a right angle

100

All three sides in one triangle are congruent to all three sides in the other triangle

whats is SSS

100

Angles that add up to 90*

What is complementary angles

100

A parallelogram with four right angles

what is a rectangle

200

solve 24(5)

80

200

a triangle with or less than 90*

what is an acute triangle

200

Two sides and the INCLUDED angle (the angle is in between the 2 marked sides)

what is SAS

200

Angles that add up to 180*

what is supplementary angles

200

A parallelogram with four congruent sides

what is a rhombus

300

solve 5x2(2x2)

10x4

300

A triangle with more than 90*

what is an obtuse triangle

300

Two Angles and One Side that is NOT included

what is AAS

300

Angles that are side by side

what is adjacent angles

300

A parallelogram with four right angles and four congruent sides

what is a square

400

solve 6x3y4(3xy4)

18x4y8

400

A triangle that has 3 equal sides

what is an equilateral triangle.

400

Two angles and the INCLUDED side (the side is in between the 2 marked angles)

what is ASA

400

Angles that are opposite one another and when two lines intersect

what is verticle angles

400

A parallelogram with with only one pair a parallel sides

what is a trapezoid

500

solve −10xy4(−11x3y4)

110x4y8

500

A triangle with 3 sides that can be drawn in many different ways.

what is an isosceles triangle.

500

This is the only way for right triangles

what is HL

500

verticle angles are what?

what is congruent or equal.

500

A parallelogram with one pair of opposite angles are congruent

what is a kite