Defenitions Chapter 3 Flashcards

0
Q

Coordinate

A

Of a point on al line is the number that corresponds to the point.

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1
Q

Equivalence

A

A relation that is reflexive, symmetric, and transitive

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2
Q

Ruler postulate

A

Every point of a line can be placed in correspondence with a real number.

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3
Q

Completeness postulate

A

Given a ray, AB, and any positive real number “r”, the rid exactly one point C on the Ray so that AC=r

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4
Q

Distance formula

A

d= /—————————
_/ (|x, - x.|)^2 + (|y, -y.|)^2 d^2 square root = d

,=1 .=2

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5
Q

Midpoint theorem

A

If “m” is the midpoint of AB line, the AM= 1/2 AB. Divides into two equal parts

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6
Q

Midpoint

A

A-M-B
^
The midpoint

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7
Q

Bisector of a segment

A

A curve that intersects only a midpoint

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8
Q

Congruent segments

A

Segments that have the same length. The symbol. ~ Is used
=
For congruent segments

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9
Q

Perimeter

A

The distance around a closed curve

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10
Q

Theorem 3.2

A

The perimeter of a regular n-gon with sides of length s in n x s

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11
Q

Circumference

A

The distance around a circle

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12
Q

Midpoint theorem

A

A+B/2

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13
Q

Tangent line

A

Is a line that intersects the circle in exactly one point

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14
Q

Inscribed

A

A polygon whose vertices are points of a circle

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15
Q

Inscribed angle

A

An angle whose vertex is on a circle and whose sides each contain another point of the circle

16
Q

Polygon circumscribed about a circle

A

A polygon whose sides each intersect the circle at exactly one point