Unit 5 Words And Such Flashcards

0
Q

The ruler postulate

A

Using math to prove length

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1
Q

How many midpoints does each triangle have

A

3

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2
Q

For the ruler postulate. The length between the 2 midpoints…

A

Is half the size of its parallel base.

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3
Q

What are the 2 things you need to prove with the ruler postulate in this lesson

A

-That the length between the 2 midpoints is half of the length of the base -that the 2 midpoints make a parallel line with the base.

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4
Q

How can you prove the length of the midpoints is half of the base if it’s flat.

A

By subtraction

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5
Q

How can you prove the length of the midpoints is half of the base if it’s NOT FLAT

A

By using the distance formula

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6
Q

What is the distance formula

A

D=square root of (x2-x1)^2+(y2-y1)^2

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7
Q

How do you prove it is paralel

A

Getting the same slope

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8
Q

Slope formula

A

Y2-y1 —— X2-x1

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9
Q

Midsegments

A

Paralel to 1/2 the length of the concurrent side

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10
Q

Perpendicular bisector

A

Concurrent at circumcenter -equidistant from vertices -center of a circumscribed circle(touches all sides)

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11
Q

Angle bisector

A

Concurrent at incenter -equidistant from each side -center of an inscribed circle(touches all sides)

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12
Q

Median

A

Concurrent at centroid -2/3 of the way from each vertex -balancing point(center of gravity)

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13
Q

altitude

A

Concurrent at orthocenter Used to find area as height

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14
Q

Perpendicular bisector therum

A
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15
Q

Converse of the perpendicular bisector therum

A
16
Q

Angle bisector therum

A
17
Q

ConVerse of the angle bisector theorem

A