Name:_
Geometry
Date:_
VOCABULARY:
Polygon:
Example:
Convex:
Example:
Concave:
Example:
EXAMPLE: Tell whether the figure is a polygon or not. If it is,
determine
whether it is convex or concave?
CLASS
Name:_
Geometry
Find the indicated length.
1. Find LM.
2. Find VW.
Date:_
Section 1.2
3. Find YZ.
Point B is between A and C on AC . Use the given information
to write an equation in terms of x. Solve
Name:_
Geometry
Date:_
EXAMPLE:
Use the Law of Detachment to make a valid conclusion in
the true situation.
a) If two segments have the same length, then they are
congruent. You know that BC = XY. Wha
Name:_
Geometry
Date:_
Postulate:
Point, Line, and Plane Postulates
Postulate Number
5
6
7
Definition
Through any two points
there exists exactly one
line.
A line contains at least
two points
If two l
Name:
Period
GL
UNIT 12: AREA AND PERIMETER
I can define, identify and illustrate the following terms:
Geometric probability
Perimeter
Diameter
Area
Radius
Base
Circumference
Height
Pi ( )
Regular Pol
Name:_
Geometry
Date:_
VOCABULARY:
Complementary Angles:
Example:
Supplementary Angles:
Example:
Adjacent Angles:
Example:
EXAMPLE: Determine whether the following pair of angles are
complementary, su
Name:_
Geometry
Date:_
VOCABULARY:
Ruler Postulate:
Coordinate:
Distance:
NAMING:
MEASUREMENT
_
_
EXAMPLE: Measure the length of
centimeter.
ST
to the nearest tenth of a
EXAMPLE: Using your own ruler,
Use the diagram for Exercises 1-3.
1. Give two other
names for AB.
2. Give another name
for line n.
3. Name all rays with
endpoint G.
4. Use the diagram to find KL.
The endpoints of AB are A (7, 8)
Name:_
Date:_
Period:_
Section 1.7 Review
Geometry
Find the perimeter (or circumference) and area of the figure described. If
necessary, round to the nearest tenth.
1. Circle with diameter 15.6 meters
Name:_
Geometry
Date:_
VOCABULARY:
Angle:
Naming:
EXAMPLE: Name the three angles in the diagram.
How do you measure an angle?
You use a _.
EXAMPLE: Find the measure of the two angles.
CLASSIFYING ANGL
Name:_
Geometry
Date:_
VOCABULARY:
Midpoint:
Formula:
Segment Bisector:
Examples:
EXAMPLE: VW bisects XY at point T, and XT = 39.9 cm. Find XY.
EXAMPLE: Point M is the midpoint of VW. Find VM.
E