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Integrated Math Curriculum Map CCSS - Saugus Public Schools

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<strong>Integrated</strong> <strong>Math</strong> ( 341) Term Three Week 7<br />

Common Core State Standards<br />

The students will:<br />

G.CO.9 Prove theorems about lines and angles. Theorems include: vertical angles are congruent; when a<br />

transversal crosses parallel lines, alternate interior angles are congruent and corresponding angles are<br />

congruent; points on a perpendicular bisector of a line segment are exactly those equidistant from the<br />

segment’s endpoints.<br />

Unit Eight<br />

Angle Relationships and Transversals<br />

• Angle Relationships (G.CO.9)<br />

• Transversals (G.CO.9)<br />

Objectives<br />

The students will be able to…<br />

• use properties of complementary and<br />

supplementary angles, linear pairs, vertical angles<br />

and angle addition<br />

Essential Question<br />

What are the relationships of the angles formed by a<br />

transversal?<br />

• learn angle relationships formed by parallel lines<br />

and a transversal<br />

• solve problems involving angles formed by<br />

transversals<br />

Teacher Resources<br />

McDougal Littell © 2002<br />

<strong>Integrated</strong> <strong>Math</strong> 2<br />

• Chapter Seven lessons<br />

• Chapter Seven Practice Worksheets<br />

• Chapter Seven Pre-Made Assessments<br />

• Chapter Seven Enrichment Activities<br />

• Chapter Seven Study Guide<br />

Media and Technology Resources<br />

McDougal Littell © 2002<br />

<strong>Integrated</strong> <strong>Math</strong> 2<br />

• Test ExamPro Generator<br />

• Kuta software<br />

• Smart exchange lessons<br />

Assessments<br />

Homework: To be given daily on each introduced<br />

topic.<br />

Class Discussion: Students will be expected to be<br />

prepared for class, participate in class activities and<br />

actively engage in class discussion.<br />

Quiz: On concepts involving Angle Relationships.<br />

Suggested Instructional Practices<br />

• Note taking skills (guided notes)<br />

• Investigation – Transversal measures and<br />

parallel lines

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