Geometry

forms
is really
is really
geometry
thinking skills
use of technology
calculators
graphing
computers
reasoning
judgement
number sense
unit 1
components
simple
points
coplaner
colinear
lines
parallel
traversal
perpendicular
skew
planes
segments
end points
midpoint
distance
bisector
rays
compound
angles
measures
acute
right
obtuse
straight
types
alternate interior
vertical
linear pair
supplementary
complementary
constructions
interior
exterior
bisector
logic and reasoning
inductive
deductive
conjectures
counterexamples
conditional statements
converse
inverse
contrapositive
lgocical equivalence
proofs
two column
flow chart
paragraph
unit 2
visulalization
two dimensions
projections
area
perimeter
three dimensions
cross sections
volume
locus of points
triangles
types
angles
obtuce
right triangles
Pythagorean Theorem
Special Right Triangles
45-45-90
30-60-90
ratios
sine
cosine
tangent
parts
leg
hypotenuse
acute
sides
scalene
isosceles
equilateral
theorems
angle sum
exterior angle
inequality
congruencies
SSS
ASA
SAS
AAS
right triangles
LL
HL
Similarities
unit 3
polygons
angle sum thm
angle measures thm
parts
apothem
radius
edge
vertex
center
congruency
Quadrilaterals
Trapezoid
Properties of Diagonals
Kite
Parallelogram
Rhombus
Square
Rectangle
angles relations
opposite
adjacent
area
proportions and simliarities
classifications
regular
irregular
convex
concave
circles
parts
center
arc
subtending
sector
length
interior
exterior
intersectors
chord
diameter
radius
tangent
secant
relationships
concentric
congruent
inscribed
circumscribed
angles
central
inscribed
tangents
tangent chord
secants
circumference
area
unit 4
transformations
symmetry
reflections
rotations
rotations
dialations
terms
image
pre-image
constructions
midpoint
perpendicular bisector
angle bisector
8