Understanding

1
NAME
The Unit Organizer
BIGGER PICTURE
4
DATE
Geometry
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Slopes Applications of Linear Functions
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Geometry
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UNIT MAP
8
5
6.1
Understanding Geometric Terms Their
Applications
Points, lines, Rays, Segments, and Planes
points, lines segments planes
6.2
Naming, Measuring, And Classifying Angles
identifying
determining
6.3
Angles in Special Relationships
measures of sides and angles of right triangles
by using sine, cosine and Tan
classifying
angles
6.4
Lines, Transversals, And Pairs of Related Angles
determining
using
6.5
Properties of Parallel Lines and Vertical Angles
relationships between angles
naming showing relationship of
6.6
Triangles
6.7
Constructions
the Theorem of Pythagoras to determine length of
sides of a right triangle
6.8
Quadrilaterals
angles made by parallel lines a transversal
6.9
Polygons
6.10
The Theorem of Pythagoras
6.11
The Tangent Ratio
6.12
The Sine Cosine Ratios
6.13
Solving Right angles
Classify

• Do I understand the terminology related to lines,
  rays, angles, triangles and polygons?
• Can I name angles and classify angles in special
  relationships?
• When given a diagram, can I solve for the unknown
  angles?
• Do I understand when to use the Theorem of
  Pythagoras?
• Can I solve for unknowns using sin, cosine and
  tan?

6
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UNIT SELF-TEST QUESTIONS
Name
UNIT
RELATIONSHIPS
Measure
7
2
NAME
The Unit Organizer
Geometry
DATE
6.13 Solving Right Triangles
Expanded Unit Map
9
is about...
6.1 point line ray opposite rays segments planes c
ollinear points coplaner points and
lines equal segments bisector
6.12 Sine and Cosine Ratios
understanding relationships of geometric designs
6.11 Tangent Ratio
6.2 angles side vertex naming angles classifying
angles right acute obtuse
straight reflex
6.10 Theorem of pythagoras
6.7 Constructions
6.9 polygons convex and non-convex diagonals of
polygons n(n-3) 2 sum of
measures of interior angles (n-2)180 sum of
measures of exterior angles (1 per vertex, is 360
deg. size of central angles 360
n interior angle size 180 360
n

• 6.5
• Properties of
• parallel lines
• P.C.A.C.
• P.A.I.A.C.
• P.S.S.I.A.S.
• vertical angles
• V.A.T.

6.8 quadrilateral convex, non-convex, vertices,
sides, angles opposite sides adjacent
sides diagonals consecutive sides parallelogram re
ctangle rhombus square
6.4 skew lines parallel lines transversal exterior
angles interior angles alternate interior
angles same side angles corresponding angles
6.3 Angles Special Relationships
congruent adjacent angle bisectors
perpendicular lines rays segments
perpendicular bisector vertical angles
complementary supplementary
6.6 triangle, vertices, sides scalene ?,
isosceles ?, equilateral ?,acute ?, obtuse ?,
right ?, equiangular, exterior angles, remote
interior angles
10
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