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CIRCLES 1

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Chord. Moody Mathematics. Diameter. Moody Mathematics. Concentric Circles ... The measure of one of the vertical angles formed by 2 intersecting chords ... – PowerPoint PPT presentation

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Title: CIRCLES 1


1
CIRCLES 1
Moody Mathematics
2
VOCABULARY Identify the name of the object
pictured in each frame.
Moody Mathematics
3
Center
Moody Mathematics
4
Radius
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5
Tangent
Moody Mathematics
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Point of Tangency
Moody Mathematics
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Secant
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Chord
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Diameter
Moody Mathematics
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Concentric Circles
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11
Central Angle
Moody Mathematics
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Inscribed Angle
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Inscribed Polygon
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Circumscribed Polygon
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Inscribed Circle
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Circumscribed Circle
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Intercepted Arc
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Minor Arc
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Semicircle
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Major Arc
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21
Angles Arcs
The measure of the angle depends mostly on where
its vertex lies. Is it inside the circle, on
the circle, or outside the circle?
Moody Mathematics
22
The measure of a minor arc is the same as
the measure of its central angle.
Moody Mathematics
23
The measure of an inscribed angle is
half the measure of its intercepted arc.
Moody Mathematics
24
The measure of an angle formed by a tangent and
secant is
half the measure of its intercepted arc.
Moody Mathematics
25
The measure of one of the vertical angles formed
by 2 intersecting chords
...is half the sum of the two intercepted arcs.
Moody Mathematics
26
The measure of an angle formed by 2 secants
intersecting outside of a circle is
half the difference of the measures of its two
intercepted arcs.
Moody Mathematics
27
The measure of an angle formed by 2 tangents
intersecting outside of a circle is
half the difference of the measures of its two
intercepted arcs.
Moody Mathematics
28
If a quadrilateral is inscribed in a circle then
each pair of opposite angles
...must be supplementary. (total 180o)
Moody Mathematics
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Angles Arcs Find the measure of the
indicated object in each frame.
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88o
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x
25 o
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100 o
x
60 o
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x
130 o
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The End
44
2
3
4
x
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2
3
4
X6
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10
x
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47
10
X10
Moody Mathematics
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