Chapter 7 Flashcards

Theroms (38 cards)

1
Q

Thm 10.18 Segments of chords Thm

A

ab=cd

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2
Q

ab=cd

A

Thm 10.18 Segments of chords Thm

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3
Q

Thm 10.19 Segments of secant thm

A

a(a+b)=c(c+d)

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4
Q

a(a+b)=c(c+d)

A

Thm 10.19 Segments of secant thm

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5
Q

Thm 10.20 Segments of Secants and Tangents thm

A

a^2= b(b+c)

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6
Q

a^2= b(b+c)

A

Thm 10.20 Segments of Secants and Tangents thm

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7
Q

Thm 10.14 Angles inside a circle thm

A

m<1=x+y/2

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8
Q

m<1=x+y/2

A

Thm 10.14 Angles inside a circle thm

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9
Q

Thm 10.15 Tangent & chord thm

A

m<2=1/2(x)

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10
Q

m<2=1/2(x)

A

Thm 10.15 Tangent & chord thm

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11
Q

Thm 10.16 Angles outside the cirlce thm

A

m<3=x-y/2

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12
Q

m<3=x-y/2

A

Thm 10.16 Angles outside the cirlce thm

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13
Q

Thm 10.1 Tangent line to circle thm

A

A line is only tangent to the circle if it is perpendicular to the radius

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14
Q

A line is only tangent to the circle if it is perpendicular to the radius

A

Thm 10.1 Tangent line to circle thm

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15
Q

Thm 10.2 External tangent congruent thm

A

Tangent segments from a common external point on a line

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16
Q

Tangent segments from a common external point on a line

A

Thm 10.2 External tangent congruent thm

17
Q

Thm 10.3 congruent circles thm

A

Cirlces are congruent if the have = radii

18
Q

Cirlces are congruent if the have = radii

A

Thm 10.3 congruent circles thm

19
Q

Thm 10.4 Congruent arcs thm

A

Two minor arcs are congruent iff their central angles are congruent

20
Q

Two minor arcs are congruent iff their central angles are congruent

A

Thm 10.4 Congruent arcs thm

21
Q

Thm 10.5 Similar circles thm

A

All circles are similar

22
Q

All circles are similar

A

Thm 10.5 Similar circles thm

23
Q

Thm 10.6 Corresponding chords thm

A

two minor arcs are congruent iff their correspoing chords are congruent

24
Q

two minor arcs are congruent iff their correspoing chords are congruent

A

Thm 10.6 Corresponding chords thm

25
Thm 10.7 Perpendicular diameter thm
If a diameter of a circle is perpendicular to a chord then the diameter bisects the chord and the arc
26
If a diameter of a circle is perpendicular to a chord then the diameter bisects the chord and the arc
Thm 10.7 Perpendicular diameter thm
27
Thm 10.8 perpendicular diameter converse thm
If one chord is a perpendicular bisector of another chord then the first chord is a diameter
28
If one chord is a perpendicular bisector of another chord and an arc then the first chord is a diameter
Thm 10.8 perpendicular diameter converse thm
29
Thm 10.9 Equidistant chord thm
2 chords are congruent iff they are equidistant from the center
30
2 chords are congruent iff they are equidistant from the center
Thm 10.9 Equidistant chord thm
31
Thm 10.10 Meassure of an inscribed angle
m
32
m
Thm 10.10 Meassure of an inscribed angle
33
Thm 10.11 Inscribed angles of a circle thm
If two inscribed angles of a circle intercept the same arc then the angles are congruent
34
If two inscribed angles of a circle intercept the same arc then the angles are congruent
Thm 10.11 Inscribed angles of a circle thm
35
Thm 10.12 Inscribed right triangle thm
If a right triangle is inscribed in a circle then the hypotenuse is a diameter If the hypotenuse of an inscribed triangle is in a diameter then the triangle is right
36
If a right triangle is inscribed in a circle then the hypotenuse is a diameter If the hypotenuse of an inscribed triangle is in a diameter then the triangle is right
Thm 10.12 Inscribed right triangle thm
37
Thm 10.13 Inscribed quadriladeral thm
A quaderladeral can he inscribed in a circle if iff its opposite angles are supp
38
A quaderladeral can he inscribed in a circle if iff its opposite angles are supp
Thm 10.13 Inscribed quadriladeral thm