Geometry
Chapter
1
Points, Lines, Planes, and Angles
DATE
OBJECTIVES
ASSIGNMENT
T
9/2
0
Recognize the hypothesis and conclusion of an if

then
statement
State the converse of an if

then statement
Use a counterexample to disprove an if

then statement
Understand the meaning of
if and only if
(biconditional)
Pg 35 #1,2,8,9,17,19,20,23
W 9/21
Use properties from algebra and properties of
congruence in proofs
Study!
Th 9/22
Use the
Midpoint Theorem
and
Angle Bisector Theorem
Know the kinds of reasons that can be used in proofs
Pg 46 #1

8,13,14
F 9/23
Wo
rksheet
M 10/3
Apply the definitions of
complementary
and
supplementary angles
Use theorem about
vertical angles
Pg 52 #1

21
T 10/4
Apply the definitions of
complementary
and
supplementary angles
Use theorem about
vertical angles
Pg 53 #24

32even
W 1
0/5
Review sections 2.1

2.4
Review Worksheets
Th 10/6
Quiz

S
ections 2.1

2.4
F 10/7
Apply the definition and theorems about
perpendicular
Pg 58 #3

12
1

5,10

13,
DATE
OBJECTIVES
ASSIGNMENT
F
8/26
Review PEMDAS
Review solving linear equations
Pg
10
#
5

45 multiples of 5
M
8/29
Understand the undefined terms point, line, plane
Use the terms
collinear,
coplanar
,
intersection
Study definitions
Pg
7 CE #1

20
T
8/30
(same as above)
Pg
7 #1

10. 21

28
W 8/31
Use symbols for lines, segments, rays, distances, and
congruent
Use the terms
segment, ray, opposite rays, congruent,
congruent segments, mid
point
of a segment, segment
bisector, postulate
N
ame angles and their measures
Study definitions and symbols
Th
9/1
Name angles and find their measures
Use the
Segment Addition Postulate
Pg 15 #1

26,31,35,36,37
F
9/
2
Quiz
–
definitions from
s
ections 1.1

1.3
Pg 16 #39,40
T
9/
6
Use the terms
ang
le, acute angle, obtuse angle, right
angle, straight angle, congruent angles, adjacent
angles, angle bisector
Use the
Angle Addition Postulate
Study definitions and postulates
Pg 20 CE #
1

22,28

38
W 9/7
Recognize what you can conclude from a diagram
Pg
21 #3

18,26,29,31,32,34
Th 9/8
(same as 9/6 and 9/7)
Pg
22 # 30,33
F 9/9
(same as above)
Worksheet 1.4
M 912
(same as above)
Study for quiz
T 9/13
Quiz
–
S
ections 1.3

1.4
W 9/14
Use postulates and theorems relating points, lines, and
planes
Study postulates and theorems
T
h
9/
15
Review for test Chapter 1
Review Packet (Supplementary Practice
F 9/16
Review for test Chapter 1
Study for test on Chapter 1
M 9/19
Test
–
Chapter 1
Geometry
Chapter
2
Deductive Reasoning
lines
M10/10
Apply the definition and theorems about
perpendicular
lines
Pg 59 #14

25
Practice Wor
ksheet 2.5
T 10/11
State and apply theorems about angles supplementary to,
or complementary to, congruent angles
Pg 63 #1

14
Th10/13
Plan proofs and write them in two

column form
Worksheet #1

6
M10/17
Plan proofs and write them in two

column form
Worksh
eet #7

12
T10/18
Quiz

Reasons
W10/19
Review for Chapter 2 test
Review worksheets
Th10/20
Review for Chapter 2 test
Study for test!
F 10/21
Test
–
Chapter 2
D
ATE
O
BJECTI VES
ASSIGNMENT
M10/24
Distinguish between intersecting lines, parallel
lines,
and skew lines
Identify the angles formed when two lines are cut by a
transversal
Study the new definitions!
T10/25
Distinguish between intersecting lines, parallel lines,
and skew lines
Identify the angles formed when two lines are cut by a
transv
ersal
Pg 76 #1

11,30

39
W10/26
Review
Practice Worksheet 3.1
Th10/27
State and apply the postulates and theorems about
parallel lines
Study postulate and theorems
F10/28
State and apply the postulates and theorems about
parallel lines
Pg 80 #5

12,14

16
M10/31
State and apply the postulates and theorems about
parallel lines
Pg 82 #17; Practice Worksheet 3.2
Study for Quiz!
T 11/01
Quiz
–
Section 3.2
W11/02
Write proofs in two

column form
Pg 82 #20,21; Proofs from worksheet 3.2
Th11/03
State and ap
ply the postulates and theorems about
parallel lines
Pg 87 #1

16
F 11/04
State and apply the postulates and theorems about
parallel lines
Pg 87 #18,19,24,25,26,27,28
M11/07
Classify triangles according to sides and to angles
State and apply the theorem a
nd the corollaries about the
sum of the measures of the angles of a triangle
State and apply the theorem about the measure of an
exterior angle of a triangle
Pg 97 #5

10
T 11/08
Classify triangles according to sides and to angles
State and apply the theor
em and the corollaries about the
sum of the measures of the angles of a triangle
State and apply the theorem about the measure of an
exterior angle of a triangle
Pg 97 #11

17,19,20
W11/09
Recognize and name convex polygons and regular
polygons
Find the me
asures of interior angles and exterior angles
of convex polygons
Pg 104 #1

6
Th11/10
Recognize and name convex polygons and regular
polygons
Find the measures of interior angles and exterior angles
of convex polygons
Pg 104 #8

11,18,21,22,23
F 11/1
1
Reco
gnize and name convex polygons and regular
polygons
Find the measures of interior angles and exterior angles
of convex polygons
Practice Worksheet 3.5
Geometry
Chapter
3
Parallel Lines and Planes
M11/14
Understand and use inductive reasoning
Pg 107 #1

14
,26
T 11/15
Review
Review Packet
Th11/17
Rev
iew
Study for test!
F 11/18
Test
–
Chapter 3
During the 2
1
/
2
days prior to Thanksgiving break, Mr. Kaufmann, my student
teacher, is doing a “Golden Ratio” project with the students. The written
component will be due on Thursday, Dec. 1.
Geometry
Chapter
4
Congruent Triangles
DATE
OBJECTIVES
ASSIGNMENT
T 11/29
Identify the corresponding parts of congruent figures
Pg 120 #1

11
W11/30
Prove two triangles congruent by using the SSS
Postulate, the SAS Postulate, and the ASA Postulate
Pg 124 #1

15
Th
12/1
Prove two triangles congruent by using the SSS
Postulate, the SAS Postulate, and the ASA Postulate
Pg 125 #16,17,18,19
F 12/2
Identify the corresponding parts of congruent figures
Prove two triangles congruent by using the SSS
Postulate, the SAS Po
stulate, and the ASA Postulate
Worksheet Sect. 4.1

4.2
M 12/5
Deduce information about segments and angles after
proving that two triangles are congruent
Pg
129 #1

5
T 12/6
Quiz
–
pec瑩tn猠s.1

4.2
Pg 130 #1,3,4,7
W 12/7
Deduce information about segment
s and angles after
proving that two triangles are congruent
Pg 133 #6

8
Th 12/8
Apply theorems and corollaries about isosceles triangles
Pg 137 #1

8
M12/1
2
Apply theorems and corollaries about isosceles triangles
Pg 137 #13,14,23a,24a,25a
T 12/13
Use
the AAS and HL theorems to prove triangles
congruent
Pg
143 #1,2
W12/14
Use the AAS and HL theorems to prove triangles
congruent
Pg 14
5
#
15
Th12/15
Review proofs and isosceles triangle theorems
Worksheet
F 12/16
Review proofs
Worksheet (proofs 1

13)
M
12/19
Review proofs
Worksheet (proofs 1

13)
T 12/20
Review proofs
Study for test!
W12/21
Test
–
䍨ap瑥r 4
Study for the spelling test!
Th12/22
Spelling Test
T 1/3
Apply the definitions of the median
and
altitude
of a
triangle and
perpendicular bise
ctor and angle bisector
Study definitions
W 1/4
Apply the theorems about a point on the perpendicular
bisector of a segment
Apply the theorems about a point on the bisector of an
angle
Study for quiz
Th 1/5
Quiz
–
pec瑩tn 4.T
Geometry
Chapter
5
Q
uadrilaterals
F
1/6
Apply the definition of a parallelogram and the theorems
about properties of a parallelogram
Pg 169 #5

11
M 1/9
Apply the definition of a parallelogram and the theorems
about properties of a parallelogram
Pg 170 #18,19,20,21,
29,32
T 1/10
Prove that certain quadrilaterals are parallelograms
Pg 174 #
1

5,19
W 1/11
Apply the definition of a parallelogram and the theorems
about properties of a parallelogram
Review Worksheet (Practice 18)
Th 1/12
Quiz
–
Sections 5.1

5.2
F 1/13
Apply theorems about parallel lines and the segment that
joins the midpoints of two sides of a triangle
Pg 180 #
1

5,10

13,16
T 1/17
Apply the definitions and identify the special properties
of a rectangle, a rhombus, and a square
Worksheet (chart pg 18
7)
W 1/18
Apply the definitions and identify the special properties
of a rectangle, a rhombus, and a square
Determine when a parallelogram is a rectangle,
rhombus, or square
Pg 187 #
11

19,24

27
Th 1/19
Apply definitions and properties of a rectangle, a
rhombus, and a square to do proofs
Pg 188 #29,30,31
F 1/20
M 1/2
3
T 1/24
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