Chapter 2 Flashcards

1
Q

Parallel Postulate

A

If two lines are cut by a transversal and the sum of the interior angles is less than 180 then, those two lines will intersect on that side of the transversal.

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2
Q

Complementary angles

A

90

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3
Q

Supplementary angles

A

180

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4
Q

Vertical angles

A

Opposite angles on perpendicular lines

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5
Q

Triangle Inequality Theorem

A

Decides whether it’s possible for 3 points to from a triangle. The sum of any two sides MUST be larger than the third side. If this criteria isn’t met then a triangle CANNOT be formed.

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6
Q

Concurrence

A

when 3 or more lines meet at a single point

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7
Q

Medians

A

Lines drawn from the vertices that bisect the opposite side.

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8
Q

Centroid

A

Where median lines meet, AKA center of mass

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9
Q

Altitudes

A

Perpendicular lines drawn from vertex to opposite side

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10
Q

Orthocenter

A

Where altitude lines meet

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11
Q

Angle bisector

A

Lines drawn from the angle that split the angle in half

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12
Q

Incenter

A

Where angle bisectors meet.

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13
Q

Perpendicular bisectors

A

evenly split 3 sides of the triangle

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14
Q

circumcenter

A

where perpendicular bisectors meet

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15
Q

Polygon

A

Any 2D shape with straight AND connecting lines, number of sides tells you the name

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16
Q

Polygon shape chart
Triangle
square
rectangle
quadrilateral
pentagon
hexagon
heptagon
octagon
nonagon
decagon
n-gon

A

3
4
4
4
5
6
7
8
9
10
n

17
Q

Regular polygons

A

All sides have the same length and all angles have the same measure.

18
Q

Exterior angle

A

The measurement between the shape and each line segment when extended past the shape

Formula: 360/n

19
Q

Interior angle

A

The supplementary angle to the exterior angle

Formula: 180-(360/n) OR (n-2)x180/n

20
Q

Finding the Area of a regular polygon

A

1). Split into double the amount of triangles than sides
2). find the interior angle measure and split in half. this will be angle measure for all the triangles
3). use 180 rule to find the missing two angles
4). use tangent O/A to find all info needed for A=.5bh
5). Multiply that number by however many triangles you have and put it in units squared.