MondayTuesdayWednesdayThursdayFriday 12 FIRST DAY OF SCHOOL 3 Unit 1 Pre-Assessment and Unit 5 Vocabulary and Notation G.CO.1 4 Represent transformations in the coordinate plane G.CO.2 5 Represent transformations in the coordinate plane G.CO.2 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 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 2 Pre-Assessment / Constructions : Copy segment and angle. Bisect segment and angle CO12 30 Constructions : C onstruct Perpendicular lines and perpendicular bisector of a line segment CO12 31 Constructions : Construct parallel line parallel to a line through given pt CO12 Revised April 2016 Unit 1 Transformations in the Coordinate Plane Buffer Week – Assessment, Enrichment, & Remediation Unit 2 Similarity, Congruence & Proofs Unit 1 Transformations in the Coordinate Plane Geometry Geometry – Pacing Guide

MondayTuesdayWednesdayThursdayFriday 1 Constructions : Construct an equilateral triangle, square and regular hexagon inscribed in circle CO.13 2 Constructions : Bring it all together Constructions Assessment CO.12 & CO CONGRUENCE Theorems about triangles: Triangle sum, exterior angle, Isosceles Triangle and its converse, theorem, mid-segment & centroid theorem CO.10 7 CONGRUENCE Theorems about triangles: Triangle sum, exterior angle, Isosceles Triangle and its converse, theorem, mid-segment & centroid theorem CO.10 8 CONGRUENCE Theorems about triangles: Triangle sum, exterior angle, Isosceles Triangle and its converse, theorem, mid-segment & centroid theorem CO.10 9 CONGRUENCE Theorems about triangles: Triangle sum, exterior angle, Isosceles Triangle and its converse, theorem, mid-segment & centroid theorem Assessmen t CO 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 CONGRUENCE show triangles congruent if corresponding pairs of sides& corresponding pairs of angles are congruent CO.6 & CO.7 15 CONGRUENCE show triangles congruent if corresponding pairs of sides& corresponding pairs of angles are con gruent CO.6 & CO.7 16 CONGRUENCE show 2 triangles congruent by using the least amount of information (SSS, ASA, & SAS ) CO.7&CO.8 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 22 Constructions & CONGRUENCE REVIEW CO6,7,8,10,12, & Constructions & CONGRUENCE REVIEW CO6,7,8,10,12, & SIMILARITY Verifying experimentally properties of dilations given center & SF SRT1 27 SIMILARITY Verifying experimentally properties of dilations given center & SF SRT1 28 SIMILARITY Verifying experimentally properties of dilations given center & SF SRT1 29 SIMILARITY Use definition of similarity to decide if figures are similar SRT2 30 SIMILARITY Use definition of similarity to decide if figures are similar SRT2 Revised April 2016 Geometry Geometry – Pacing Guide Labor Day Holiday Unit 2 Similarity, Congruence & Proofs

MondayTuesdayWednesdayThursdayFriday 3 SIMILARITY Explain using similarity transformations the meaning of similarity for triangles(corresponding pairs of angles & proportionality of corresponding pairs of sides SRT 2 4 SIMILARITY Explain using similarity transformations the meaning of similarity for triangles(corresponding pairs of angles & proportionality of corresponding pairs of sides SRT 2 5 SIMILARITY Explain using similarity transformations the meaning of similarity for triangles(corresponding pairs of angles & proportionality of corresponding pairs of sides SRT 2 6 SIMILARITY Explain using similarity transformations the meaning of similarity for triangles(corresponding pairs of angles & proportionality of corresponding pairs of sides SRT SIMILARITY Use the properties of similarity transformations to establish AA criterion for 2 triangles to be similar SRT 3 12 SIMILARITY Use the properties of similarity transformations to establish AA criterion for 2 triangles to be similar SRT 3 13 SIMILARITY Use the properties of similarity transformations to establish AA criterion for 2 triangles to be similar SRT 3 14 SIMILARITY Use the properties of similarity transformations to establish AA criterion for 2 triangles to be similar SRT 3 17 SIMILARITY Use congruence and similarity criteria for triangles to solve problems and prove relationships in geometric figures SRT 5 18 SIMILARITY Use congruence and similarity criteria for triangles to solve problems and prove relationships in geometric figures SRT 5 19 SIMILARITY Use congruence and similarity criteria for triangles to solve problems and prove relationships in geometric figures SRT 5 20 SIMILARITY Use congruence and similarity criteria for triangles to solve problems and prove relationships in geometric figures SRT 5 21 SIMILARITY Use congruence and similarity criteria for triangles to solve problems and prove relationships in geometric figures SRT 5 24 Similarity and Proof Prove theorems about triangles…a line parallel to 1 side of a triangle divides the other 2 proportionally SRT 4 25 Similarity and Proof Prove theorems about triangles…a line parallel to 1 side of a triangle divides the other 2 proportionally & its converse, SRT 4 26 Similarity and Proof Prove theorems about triangles…Pythagorean theorem using triangle similarity SRT 4 27 Similarity and Proof Prove theorems about triangles -Pythagorean theorem using triangle similarity SRT 4 28 Similarity and Proof 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 SRT 4 31 Proofs: Prove theorems about lines and angles (parallel lines and transversals CO 9 Revised April 2016 District Professional Learning Day Columbus Day Unit 2 Similarity, Congruence & Proofs Geometry Geometry – Pacing Guide

MondayTuesdayWednesdayThursdayFriday 1 Proofs: Prove theorems about lines and angles (parallel lines and transversals CO 9 2 Proofs : Prove theorems about triangles CO 10 3 Proofs : Prove theorems about triangles CO 10 4 Proofs : Prove theorems about triangles CO 10 7 Proofs : Prove theorems about triangles CO 10 8 Proofs : Prove theorems about parallelograms CO 11 9 Proofs : Prove theorems about Parallelograms CO Review the concepts of SRT 1,2,3,4,5, CO 9, 10, Unit 2 Post Test 15 Review/Remediation/ Enrichment 16 Review/Remediation/ Enrichment 17 Review/Remediation/ Enrichment 18 Pre-Test Unit 3 Intro to Unit Similarity in RT Triangles: Show similar right triangles produce trigonometric ratios SRT.6 29 Similarity in RT Triangles: Show similar right triangles produce trigonometric ratios SRT.6 30 Similarity in RT Triangles: Show similar right triangles produce trigonometric ratios SRT.6 Revised April 2016 Thanksgiving Holiday Veterans Day Buffer Week – Assessment, Enrichment, & Remediation Unit 2 Similarity, Congruence & Proofs Unit 3 Right Triangle Trigonometry Unit 2 Similarity, Congruence & Proofs Geometry Geometry – Pacing Guide Unit 2 Similarity, Congruence & Proofs Unit 3 Right Triangle Trigonometry

MondayTuesdayWednesdayThursdayFriday 1 Similarity in RT Triangles: Find the missing side lengths and angles SRT.6 2 Similarity in RT Triangles: Find the missing side lengths and angles SRT.6 5 Trig Ratios & Complementary angles Show he relationship between the sine and cosine SRT.7 6 Trig Ratios & Complementary angles Show he relationship between the sine and cosine SRT.7 7 Trig Ratios & Complementary angles Find the missing side lengths and angles SRT.7 8 Trig Ratios & Complementary angles Find the missing side lengths and angles SRT.7 9 Mid Unit Assessment 12 Application: Solve problems using Trig Ratios & Pythagorean theorem SRT.8 13 Application: Solve problems using Trig Ratios & Pythagorean theorem SRT.8 14 Application: Solve problems using Trig Ratios & Pythagorean theorem SRT.8 15 Review SRT.6,7 &8 Similarity in RT Triangles: Trig Ratios & Complementary angles Application: Solve problems 16 Unit 3 Post Test SRT.6,7 & Revised April 2016 Christmas Holiday Unit 3 Right Triangle Trigonometry Geometry Geometry – Pacing Guide

MondayTuesdayWednesdayThursdayFriday 2345 Unit 4 Pre-Test Introduce to Circles C.2 6 Rigid motion is used to prove all circles are similar. C.1 9 Construct inscribed and circumscribed circles of triangles C.3 10 Properties of angles for quadrilaterals inscribed in a circle C.3 11 Construct tangent line C.4 12 Identify the relationship between arcs, central angles, and inscribed angles of a circle. C.2 13 Identify the relationship between arcs, central angles, and inscribed angles of a circle. C Arc Length & sector Area C.5 18 Arc Length & sector Area C.5 19 Arc Length & sector Area C.5 20 Arc Length & sector Area C.5 23 Explain the Volume formulas and use them to solve problems CMD Explain the Volume formulas and use them to solve problems CMD Explain the Volume formulas and use them to solve problems CMD Explain the Volume formulas and use them to solve problems CMD Explain the Volume formulas and use them to solve problems CMD Extend the study of identifying cross sections of three dimensional shapes to identifying solids of revolutions GMD 1,2, and 4 31 Extend the study of identifying cross sections of three dimensional shapes to identifying solids of revolutions GMD 1,2, and 4 Revised April 2016 MLK Holiday Professional LearningChristmas Holiday Unit 4 Circles & Volume Geometry Geometry – Pacing Guide

MondayTuesdayWednesdayThursdayFriday 1 Extend the study of identifying cross sections of three dimensional shapes to identifying solids of revolutions GMD 1,2, & 4 2 Unit 4 REVIEW 3 Unit 4 Post-Test Unit 5 Pre-Test 13 Derive the equation of a circle GPE Use Completing the Square GPE Use Completing the Square GPE Using coordinates proving theorems GPE Using coordinates proving theorems GPE Slope criteria for parallel and perp. lines GPE Slope criteria for parallel and perp. lines GPE Partitions the line segment in given ratio GPE Partitions the line segment in given ratio GPE Partitions the line segment in given ratio GPE. 6 Revised April 2016 Professional Learning DayPresidents Day Unit 4 Circles & Volume Buffer Week – Assessment, Enrichment, & Remediation Unit 5 Geometric & Algebraic Connections Geometry Geometry – Pacing Guide Unit 5 Geometric & Algebraic Connections

MondayTuesdayWednesdayThursdayFriday 1 Use distance formula to find area and perimeter GPE Use distance formula to find area and perimeter GPE. 7 3 Use geo. Shapes, measures and properties to describe o bjects MG.1 6 Use geo. Shapes, measures and properties to describe o bjects MG.1 7 Apply concept of density based on area and volume in modeling MG.2 8 Apply geom. methods to solve design problems MG.2 and 3 9 Apply geom. methods to solve design problems MG.2 and 3 10 Unit 5 Post Test 1314 Unit 6 Pre Test 15 Describe categories of events as subsets using unions, intersection and complement CP.1 16 Describe categories of events as subsets using unions, intersection and complement CP.1 17 Understand independent events CP.2 20 Understand Independent events CP Conditional probability CP.3 22 Conditional probability CP.3 23 Construct and interpret two-way tables CP.4 24 interpret two-way tables –independent events, conditional probability CP.4 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 Addition rule, interpret the answer in context CP.7 31 Addition rule, interpret the answer in context CP.7 Revised April 2016 Unit 5 Geometric & Algebraic Connections Buffer Day – Assessment, Enrichment, & Remediation Unit 6 Applications of Probability Geometry Geometry – Pacing Guide Unit 6 Applications of Probability

MondayTuesdayWednesdayThursdayFriday Review CP Review CP Post Test Unit 6 CP Revised April 2016 Easter Holiday Spring Break Unit 6 Applications of Probability EOC Review – Assessment, Enrichment, & Remediation Geometry Geometry – Pacing Guide EOC Review– Assessment, Enrichment, & Remediation Spring Break

Revised April 2016 MondayTuesdayWednesdayThursdayFriday Exams Memorial Day Post Planning Buffer Week – Review for Exam Exams Unit 7 11 th Grade Preview EOC 1 st week in May 2017 Geometry Geometry – Pacing Guide