Geometry Pacing

Geometry is a local course designed for students who have earned the Algebra 1-R credit but have not passed a regents exam in mathematics, most likely the Algebra 1 Common Core Regents. For this reason, students enrolled in Geometry will spend a considerable amount of time in the first semester reviewing Algebra 1 topics they need to solidify as they will be taking the Algebra 1 Common Core Regents Exam in January. There are topics in Geometry included in this Algebra review such as using algebra for angle relationships, using algebraic formulas for volume, and completing the square. The second semester will have students completing work in Geometry based on Congruence and Similarity. The curriculum includes resources from NYSED Modules on engageny.org and emathinstruction.com.

Review of Linear Functions and Applications to Angle Relationships and Systems / September 5– Oct 19
Review of Exponential Functions / October 22- November 9
Review of Quadratic Functions / November 13-December 20
Review for Algebra 1 CC Regents Exam / January 2-18
Congruence / January 28-March 29
Similarity / April 1-May 23
Review / May 28- June 17
Review of Linear Functions and Applications to Angle Relationships. On emathinstruction Click HERE
Equations and Their Solutions
A Linear Equation Solving Review
Linear Word Problems
Solving Linear Equations With Unspecified Constants
Solving Linear Inequalities
More Compound Inequalities
Geometry Resources on engageny.org
Module 1, Lesson 6: Solve for Unknown Angles-Angles and Lines at a Point
Module 1, Lesson 7: Solve for Unknown Angles-Transversals
Module 1, Lesson 8: Solve for Unknown Angles-Angles in a Triangle
Systems of Linear Equations and Inequalities
On emathinstruction Click HERE
Solutions to Systems and Solving By Graphing
Solving Systems By Substitution
Solving Systems By Elimination
Modeling With Systems of Equations
Solving Equations Graphically
Solving Systems of Inequalities
Modeling With Systems of Inequalities
Functions
On emathinstruction Click HERE
Introduction to Functions
Function Notation
Graphs of Functions
Exploring Functions Using the Graphing Calculator
Domain and Range of a Function
Module 1, Lesson 7: Solve for Unknown Angles-Transversals
Module 1, Lesson 8: Solve for Unknown Angles-Angles in a Triangle
Exponents
On emathinstruction Click HERE
Exponential Growth and Decay
Introduction to Exponential Functions
Exponential Models Based on Percent Growth
Linear Vs. Exponential
Geometry Concepts on engageny.org
Module 3, Lesson 10: The Volume of Prisms and Cylinders
Module 3, Lesson 11: The Volume Formula of Pyramids and Cones
Module 3, Lesson 12: The Volume Formula of a Sphere
Quadratics
On emathinstruction Click HERE
MORE WORK WITH PARABOLAS
COMPLETING THE SQUARE
THE ZEROES OF A QUADRATIC
MORE ZERO PRODUCT LAW
QUADRATIC WORD PROBLEMS
Geometry Resources on engageny.org
Module 5, Lesson 17: Writing the Equation for a Circle
Module 5, Lesson 18: Recognizing Equations of Circles

Geometry using engageny.org

Congruence
Module 1, Lesson 1: Construct an Equilateral Triangle
Module 1, Lesson 3: Copy and Bisect an Angle
Module 1, Lesson 4: Construct a Perpendicular Bisector
Module 1, Lesson 12: Transformations—The Next Level
Module 1, Lesson 13: Rotations
Module 1, Lesson 14: Reflections
Module 1, Lesson 15: Rotations, Reflections, Symmetry
Module 1, Lesson 16: Translations
Module 1, Lesson 20: Applications in Terms of Rigid Motion
Module 1, Lesson 21: Correspondence and Transformations
Module 1, Lesson 22: Congruence Criteria for Triangles—SAS
Module 1, Lesson 24: Congruence Criteria for Triangles—ASA and SSS
Module 1, Lesson 25: Congruence Criteria for Triangles—SAA and HL
Similarity
Module 2, Lesson 1: Scale Drawings
Module 2, Lesson 2: Making Scale Drawings Using the Ratio Method
Module 2, Lesson 4: Comparing the Ratio Method with the Parallel Method
Module 2, Lesson 6: Dilations as Transformations in the Plane
Module 2, Lesson 7: How Do Dilations Map Segments?
Module 2, Lesson 8: How Do Dilations Map Rays, Lines and Circles?
Module 2, Lesson 9: How Do Dilations Map Angles?
Module 2, Lesson 12: What Are Similarity Transformations and Why do We Need Them?
Module 2, Lesson 13: Properties of Similarity Transformations
Module 2, Lesson 14: Similarity
Module 2, Lesson 22: Multiplying and Dividing Expressions with Radicals
Module 2, Lesson 23: Adding and Subtracting Expressions with Radicals
Module 2, Lesson 25: Incredibly Useful Ratios
Module 2, Lesson 26: The Definition of Sine, Cosine, and Tangent
Module 2, Lesson 28: Solving Problems Using Sine and Cosine
Module 2, Lesson 29: Applying Tangents
Module 2, Lesson 30: Trigonometry and the Pythagorean Theorem
Module 2, Lesson 34: Unknown Angles