Transcript Geometry Pacing Calendar

Geometry – Pacing Guide 2016-2017
Monday
Tuesday
Wednesday
Thursday
Friday
1
2
3
4
Represent transformations in
the coordinate plane G.CO.2
5
Represent transformations in
the coordinate plane G.CO.2
Unit 1 Pre-Assessment and Unit 5
FIRST DAY OF SCHOOL
Vocabulary and Notation
G.CO.1
Unit 1 Transformations in the Coordinate Plane
8
Compare transformations
G.CO.2
9
Compare transformations
G.CO.2
10
Describe rotations
G.CO.3
11
Describe reflections
G.CO.3
12
Describe and compare
Reflections & Rotations
G.CO.3
Unit 1 Transformations in the Coordinate Plane
15
Develop definitions of
transformations G.CO.4
16
Draw transformed figures
G.CO.5
17
Draw transformed figures
G.CO.5
18
Representing and Combining
Transformations
19
Unit 1 Post Test
Unit 1 Transformations in the Coordinate Plane
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24
25
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29
Unit 2 Pre-Assessment /
Constructions : Copy segment
and angle. Bisect segment and
angle CO12
30
Constructions : Construct
31
Constructions : Construct
Perpendicular lines and
perpendicular bisector of a line
segment CO12
parallel line parallel to a line
through given pt CO12
Unit 2 Similarity, Congruence & Proofs
Revised April 2016
Buffer Week – Assessment, Enrichment, & Remediation
Geometry – Pacing Guide 2016-2017
Monday
Tuesday
Wednesday
Revised April 2016
5
Labor Day Holiday
Thursday
Friday
1 Constructions : Construct
2 Constructions : Bring it
an equilateral triangle, square
and regular hexagon inscribed
in circle CO .13
all together Constructions
Assessment CO.12 &
CO.13
Unit 2 Similarity, Congruence & Proofs
6
7
8
9
CONGRUENCE Theorems
about triangles: Triangle sum,
exterior angle, Isosceles
Triangle and its converse,
theorem, mid-segment &
centroid theorem CO .10
CONGRUENCE Theorems
about triangles: Triangle sum,
exterior angle, Isosceles
Triangle and its converse,
theorem, mid-segment &
centroid theorem CO .10
CONGRUENCE Theorems
about triangles: Triangle sum,
exterior angle, Isosceles
Triangle and its converse,
theorem, mid-segment &
centroid theorem CO .10
CONGRUENCE Theorems about
triangles: Triangle sum, exterior
angle, Isosceles Triangle and its
converse, theorem, mid-segment &
centroid theorem Assessment
CO .10
Unit 2 Similarity, Congruence & Proofs
12
CONGRUENCE Define
Congruence based on rigid
motions (transform figures and
predict the effect of rigid
motion CO .6
13
CONGRUENCE Define
Congruence based on rigid
motions (transform figures
and predict the effect of rigid
motion CO .6
14
15
CONGRUENCE show
triangles congruent if
corresponding pairs of sides&
corresponding pairs of angles
are congruent CO.6 & CO.7
CONGRUENCE show
triangles congruent if
corresponding pairs of sides&
corresponding pairs of angles
are congruent CO.6 & CO.7
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CONGRUENCE show 2
triangles congruent by using
the least amount of
information (SSS, ASA, &
SAS )CO.7&CO.8
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23
Unit 2 Similarity, Congruence & Proofs
19
CONGRUENCE show 2
triangles congruent by using the
least amount of information
(SSS, ASA, & SAS)
CO.7&CO.8
20
CONGRUENCE show 2
triangles congruent by using the
least amount of information
(SSS, ASA, & SASHL &
AAS CO.7&CO.8
21
CONGRUENCE show 2
triangles congruent using the
least amount of information
(SSS, ASA, & SASHL &
AAS CO.7&CO.8
Constructions &
CONGRUENCE
Constructions &
CONGRUENCE
REVIEW
REVIEW
CO6,7,8,10,12, & 13
CO6,7,8,10,12, & 13
Unit 2 Similarity, Congruence & Proofs
26
SIMILARITY Verifying
experimentally properties of
dilations given center & SF
SRT1
27
SIMILARITY Verifying
experimentally properties of
dilations given center & SF
SRT1
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SIMILARITY Verifying
experimentally properties of
dilations given center & SF
SRT1
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SIMILARITY Use definition
of similarity to decide if
figures are similar SRT2
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SIMILARITY Use definition
of similarity to decide if figures
are similar SRT2
Geometry – Pacing Guide 2016-2017
Monday
Tuesday
Wednesday
Thursday
Friday
3 SIMILARITY Explain using
4 SIMILARITY Explain using
5 SIMILARITY Explain using
6 SIMILARITY Explain using
7
similarity transformations the
meaning of similarity for
triangles(corresponding pairs of
angles & proportionality of
corresponding pairs of sides SRT 2
similarity transformations the
meaning of similarity for
triangles(corresponding pairs of
angles & proportionality of
corresponding pairs of sides SRT 2
similarity transformations the
meaning of similarity for
triangles(corresponding pairs of
angles & proportionality of
corresponding pairs of sides SRT 2
similarity transformations the
meaning of similarity for
triangles(corresponding pairs of
angles & proportionality of
corresponding pairs of sides SRT 2
Unit 2 Similarity, Congruence & Proofs
10
District Professional
Learning Day
11 SIMILARITY Use the
12 SIMILARITY Use the
13 SIMILARITY Use the
14 SIMILARITY Use the
properties of similarity
transformations to establish AA
criterion for 2 triangles to be
similar SRT 3
properties of similarity
transformations to establish
AA criterion for 2 triangles to
be similar SRT 3
properties of similarity
transformations to establish AA
criterion for 2 triangles to be
similar SRT 3
properties of similarity
transformations to establish AA
criterion for 2 triangles to be
similar SRT 3
Columbus Day
Unit 2 Similarity, Congruence & Proofs
17 SIMILARITY
18 SIMILARITY
19 SIMILARITY
20 SIMILARITY
21 SIMILARITY
Use congruence and similarity criteria
for triangles to solve problems and
prove relationships in geometric figures
Use congruence and similarity criteria
for triangles to solve problems and
prove relationships in geometric figures
Use congruence and similarity criteria
for triangles to solve problems and
prove relationships in geometric figures
Use congruence and similarity criteria
for triangles to solve problems and
prove relationships in geometric figures
SRT 5
SRT 5
Use congruence and similarity criteria
for triangles to solve problems and
prove relationships in geometric
SRT 5
SRT 5
figures SRT
5
Unit 2 Similarity, Congruence & Proofs
24 Similarity and Proof
25 Similarity and Proof
26 Similarity and Proof
27 Similarity and Proof
28 Similarity and Proof
Prove theorems about triangles…a line
parallel to 1 side of a triangle divides
the other 2 proportionally SRT 4
Prove theorems about
triangles…a line parallel to 1 side
of a triangle divides the other 2
proportionally & its converse,
Prove theorems about
triangles…Pythagorean
theorem using triangle
similarity SRT 4
Prove theorems about
triangles -Pythagorean
theorem using triangle
similarity SRT 4
Prove theorems about triangles…a line
parallel to 1 side of a triangle divides the
other 2 proportionally & its converse, & Pythagorean theorem using triangle similarity
Unit 2 Similarity, Congruence & Proofs
31
Proofs: Prove theorems
about lines and angles (parallel
lines and transversals CO
9
Unit 2 Similarity, Congruence
& Proofs
SRT 4
Revised April 2016
SRT 4
Geometry – Pacing Guide 2016-2017
Monday
Tuesday
Wednesday
Thursday
Friday
1
Proofs: Prove theorems
2 Proofs:
3
4
about lines and angles (parallel
lines and transversals
Prove theorems
about triangles CO 10
Proofs:
Prove theorems
about triangles CO 10
CO 9
Proofs:
Prove theorems
about triangles CO 10
Unit 2 Similarity, Congruence & Proofs
Proofs:
Prove theorems
about triangles CO 10
8
9
Proofs:
Proofs:
CO 11
CO 11
Prove theorems
about parallelograms
Prove theorems
about Parallelograms
10
Review the concepts of
SRT 1,2,3,4,5,
CO 9, 10, 11
11
Veterans Day
Unit 2 Similarity, Congruence & Proofs
14
Unit 2 Post Test
15
Review/Remediation/
Enrichment
Unit 2 Similarity, Congruence &
Proofs
21
16
Review/Remediation/
Enrichment
17
Review/Remediation/
Enrichment
18
Pre-Test Unit 3
Intro to Unit
Buffer Week – Assessment, Enrichment, & Remediation
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24
Thanksgiving Holiday
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Similarity in RT Triangles:
Show similar right triangles
produce trigonometric ratios
SRT.6
Similarity in RT Triangles:
Show similar right triangles
produce trigonometric ratios
SRT.6
Similarity in RT Triangles:
Show similar right triangles
produce trigonometric ratios
SRT.6
Unit 3 Right Triangle Trigonometry
Unit 3 Right Triangle Trigonometry
25
Revised April 2016
7
Geometry – Pacing Guide 2016-2017
Monday
Tuesday
Wednesday
Thursday
Friday
1
2
Similarity in RT Triangles:
Find the missing side lengths
and angles SRT.6
Similarity in RT Triangles:
Find the missing side lengths
and angles SRT.6
Unit 3 Right Triangle Trigonometry
5
Trig Ratios &
Complementary angles
Show he relationship between
the sine and cosine SRT.7
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7
8
9
Trig Ratios &
Complementary angles
Show he relationship between
the sine and cosine SRT.7
Trig Ratios &
Complementary angles
Find the missing side lengths
and angles SRT.7
Trig Ratios &
Complementary angles
Find the missing side lengths
and angles SRT.7
Mid Unit Assessment
16
Unit 3 Right Triangle Trigonometry
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Application: Solve problems
Application: Solve
problems using Trig
Application: Solve
problems using Trig
Review
Ratios & Pythagorean
theorem SRT.8
Ratios & Pythagorean
theorem SRT.8
using Trig Ratios &
Pythagorean theorem
SRT.8
Unit 3 Post Test
SRT.6,7 &8
SRT.6,7 &8
Similarity in RT Triangles:
Trig Ratios & Complementary
angles
Application: Solve problems
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29
30
Christmas Holiday
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27
28
Christmas Holiday
Revised April 2016
Unit 3 Right Triangle Trigonometry
Geometry – Pacing Guide 2016-2017
Monday
Tuesday
Wednesday
Thursday
Friday
2
3
4
5
6
Unit 4 Pre-Test
Introduce to Circles C.2
Rigid motion is
used to prove all circles are
similar. C.1
Revised April 2016
Christmas Holiday
Unit 4 Circles & Volume
Professional Learning
9
10
11
12
13
Construct inscribed and
circumscribed circles of
triangles C.3
Properties of angles for
quadrilaterals inscribed in a
circle C.3
Construct tangent line C.4
Identify the relationship
between arcs, central angles,
and inscribed
angles of a circle.C.2
Identify the relationship
between arcs, central angles,
and inscribed
angles of a circle.C.2
19
Arc Length & sector Area
C.5
20
Arc Length & sector Area
C.5
Unit 4 Circles & Volume
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17
18
Arc Length & sector Area C.5
Arc Length & sector Area C.5
Unit 4 Circles & Volume
MLK Holiday
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Explain the Volume formulas
and use them to solve
problems CMD. 3
Explain the Volume formulas
and use them to solve
problems CMD. 3
Explain the Volume formulas
and use them to solve
problems CMD. 3
Explain the Volume formulas
and use them to solve
problems CMD. 3
Explain the Volume formulas
and use them to solve
problems CMD. 3
Unit 4 Circles & Volume
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31
Extend the study of identifying
cross sections of three
dimensional shapes to
identifying solids of
revolutions GMD 1,2, and 4
Extend the study of identifying
cross sections of three
dimensional shapes to
identifying solids of
revolutions GMD 1,2, and 4
Unit 4 Circles & Volume
Geometry – Pacing Guide 2016-2017
Monday
Tuesday
Wednesday
Thursday
Friday
1
2
3
Unit 4 Post-Test
Extend the study of
identifying cross sections of
three dimensional shapes to
identifying solids of
revolutions GMD 1,2, & 4
Unit 4 REVIEW
Unit 4 Circles & Volume
6
7
8
9
10
Unit 5 Pre-Test
Unit 5 Geometric & Algebraic
Connections
Buffer Week – Assessment, Enrichment, & Remediation
13
Derive the equation of a
circle
GPE. 1
14
Use Completing the
Square
GPE. 1
15
Use Completing the
Square
GPE. 1
16
Using coordinates
proving theorems
GPE. 4
17
Using coordinates
proving theorems
GPE. 4
Unit 5 Geometric & Algebraic Connections
21
Presidents Day
27
Partitions the line
segment in given ratio
GPE. 6
Professional Learning Day
28
Partitions the line
segment in given ratio
GPE. 6
Unit 5 Geometric & Algebraic Connections
22
Slope criteria for
parallel and perp. lines
GPE. 5
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Slope criteria for
parallel and perp. lines
GPE. 5
24
Partitions the line
segment in given ratio
GPE. 6
Unit 5 Geometric & Algebraic Connections
Revised April 2016
20
Geometry – Pacing Guide 2016-2017
Monday
Tuesday
Wednesday
Thursday
Friday
1
2
3
Use distance formula to Use distance formula to Use geo. Shapes,
find area and perimeter find area and perimeter measures and properties
to describe objects
GPE. 7
GPE. 7
.
Unit 5 Geometric & Algebraic ConnectionsMG .1
6 Use geo. Shapes,
measures and
properties to describe
objects MG .1
7 Apply concept of
8 Apply geom.
methods to solve
design problems
MG .2 and 3
density based on area
and volume in modeling
MG .2
9 Apply geom. methods
to solve design
problems
MG .2 and 3
10
Unit 5 Post Test
Unit 5 Geometric & Algebraic Connections
14
Unit 6 Pre Test
15
Describe categories of
events as subsets using unions,
intersection and complement
16
CP .1
CP .1
Buffer Day – Assessment, Enrichment, &
Remediation
20
Understand
Independent events
CP. 2
Describe categories of
events as subsets using unions,
intersection and complement
17
Understand
independent events
CP.2
Unit 6 Applications of Probability
21
Conditional probability
22
Conditional probability
CP.3
CP.3
23
Construct and interpret
two-way tables
CP.4
24 interpret two-way
20
Addition rule, interpret
the answer in context
CP.7
31
Addition rule, interpret
the answer in context
CP.7
tables –independent
events, conditional
probability CP.4
Unit 6 Applications of Probability
27
Conditional prob. and
indep. Events in every day
situation CP.5
28
Cond. Prob. Interpret
the answer in context
CP.5 and 6
29
Cond. Prob. Interpret
the answer in context
CP. 6
Unit 6 Applications of Probability
Revised April 2016
13
Geometry – Pacing Guide 2016-2017
Monday
Tuesday
Wednesday
Thursday
Friday
3
4
5
6
7
13
14
Spring Break
10
11
12
Review CP. 1-7
Spring Break
17
Post Test
Unit 6
CP 1-7
Review CP. 1-7
Easter Holiday
Unit 6 Applications of Probability
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19
20
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EOC Review– Assessment, Enrichment, & Remediation
25
26
27
EOC Review – Assessment, Enrichment, & Remediation
28
Revised April 2016
24
Geometry – Pacing Guide 2016-2017
Monday
Tuesday
Wednesday
Thursday
Friday
1
2
3
4
5
EOC 1st week in May 2017
8
9
10
11
12
18
19
Unit 7 11th Grade Preview
16
17
Buffer Week – Review for Exam
22
23
Exams
24
30
Memorial Day
26
Post Planning
Exams
29
25
31
Post Planning
Revised April 2016
15