Points, Lines, Planes
Triangles
Quadrilaterals
Triangle Congruence
Circles
100

A location with no shape or size

Point

100

Three congruent sides and angles

Equilateral

100

The sum of the four angles

360 degrees

100

Three sets of congruent sides in two triangles

SSS Congruence

100

The total degrees of a circle

360

200

Extends infinitely in both directions, cannot be measured

Line

200

Two congruent sides

Isosceles

200

Four right angles and four congruent sides

Square

200

Two triangles with two congruent sides and one congruent included angle

SAS Congruence

200

Half of the diameter

Radius

300

Can be measured, has two endpoints

Segment

300

Three angles less than 90 degrees

Acute

300

Two sets of parallel lines

Parallelogram

300

Two triangles with two sets of congruent angles and one congruent side

AAS Congruence

300

The line outside the circle that touches it at exactly one point

Tangent

400

The intersection of a point and a line

Point

400

One 90 degree angle

Right

400

One set of parallel lines and two congruent sides

Isosceles Trapezoid

400

The amount of congruent parts needed to name two triangles congruent

Three

400

An inscribed angle has this relation to the intercepted arc

Half the degrees

500

The intersection of two planes

Line Segment
500

The sum of the three angles in a triangle

180 degrees

500

A square is always this, but this is not always a square

Rectangle

500

The only combination that cannot be used to name triangles congruent

SSA

500

The central angle has this relation to its included arc

Equal measures

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