Angles with a common vertex, common side and no interior

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Transcript Angles with a common vertex, common side and no interior

Plane figure with segments
for sides
polygon
Angles with a common
vertex, common side
and no interior points in
common
Adjacent angles
A position in space with no
size
point
Two non-adjacent angles
formed when two lines
intersect
Vertical angles
Lines in the same plane
that don’t intersect
Parallel lines
An angle with measure of less than
90 degrees
Acute
An Angle with measure equal to 90
degrees
Right angle
An Angle with measure greater
than 90 degrees
Obtuse Angle
Point that divides a
segment into two equal
parts
midpoint
A flat surface with no
thickness that extends
indefinitely in all directions
Plane
Union of two rays with
common endpoint that are
non-collinear
Angle
Two lines that intersect
to form right angles
Perpendicular lines
The common endpoint of
two rays or segments
Vertex
Part of a line that is
bounded by one endpoint
Ray
Two angles with a sum
of 180 degrees
Supplementary Angles
Non-coplanar lines that
do not intersect
Skew lines
A part of a line that is
bounded by two endpoints
Segment
To cut in two equal parts
bisect
Two angles with the sum of 90
degrees
Complementary
angles
Two figures with equal measure
Congruent
A series of points that extend in
opposite directions without end
line
Point that divides a
segment into two equal
parts
midpoint
Polygon with opposite
sides that are parallel
parallelogram
Polygon with 5 sides
pentagon
Six sided polygon
Hexagon
Quadrilateral with one
pair of parallel sides
trapezoid
Four sided polygon
Quadrilateral
A segment that connects
nonconsecutive vertices of
a polygon
Diagonal
A convex polygon with all
sides and angles congruent
Regular Polygon
A quadrilateral with four
equal sides
Rhombus
A parallelogram with 4
congruent angles.
Rectangle
The _________ of a trapezoid is
parallel to the bases and its
measure is half the sum of the
bases.
Median
The non-parallel sides of a
trapezoid.
legs
A triangle with at least
two equal sides
Isosceles triangle
Triangle with all acute angles
Acute triangle
Triangle with one obtuse angle
Obtuse triangle
Triangle with one right angle
Right triangle
A segment that connects a
vertex to the midpoint of the
opposite side of a triangle
median
Any line segment from a
vertex perpendicular to the
base, also the height of a
figure
altitude
A triangle with all sides
equal
Equilateral triangle
Figures with corresponding
angles congruent and
corresponding sides in
equal ratios
Similar
A triangle with no equal
sides
Scalene triangle
A ________ polygon has an
exterior angle sum of 360 degrees.
Convex
The _________ angle sum
of a convex polygon with
“n” sides is given by the
formula:
S  180(n  2)
Interior