Lessons

 

Only smart board lessons are posted. See instructor or classmates for other notes:

Chapter 1 Lessons:

Ch 1.1Patterns lesson 1 or ch 1.1 patterns lesson 2

Ch 1.2 Inductive Reasoning lesson 1 or ch 1.2 lesson 2

Ch 1.3 Point, line and plane lesson 1 or ch 1.3 lesson 2

Ch 1.4 Intersections

Ch 1.5 Segment Addition

Ch 1.6 Angle Addition

Chapter 2 lessons:

Ch 2.1 Segment bisectors

Ch 2.2 Angle bisectors

Ch 2.3 Supplements and Complements

Ch 2.4 Vertical Angles

Ch 2.5 If-then statements

Ch 2.6 Properties

Ch 3 lessons

Ch 3.1 perpendicular, parallel and skew lines

Ch 3.2 Theorems for perpendicular lines

Ch 3.3 Transversals

Ch 3.4 Parallel lines

Ch 3.5: Proving lines are parallel

Ch 3.6:  Using perpendicular and parallel lines

Ch 3.7: Translations

Chapter 4 lessons

ch 4.1 Naming Triangles

Ch 4.2: Angle measures of a triangle

Ch 4.4: Pythagorean theorem

Ch 4.5:  Pythagorean converse

Ch 4.6:  Medians

Ch 4.7:  Triangle Inequalities

Chapter 5 Lessons

Ch 5.2: SSS and SAS

Ch 5.3:  ASA and AAS

Ch 5.4:  Hypotenuse-leg

Ch 5.7:  Symmetry and Reflections

Chapter 6 lessons:

ch 6.1 polygons

ch 6.2 parallelograms

Ch 6.3: Prove it is a parallelogram

ch 6.4 special quadrilaterals

ch 6.5 trapezoids

ch 6.6 Reasoning with Quadrilaterals

Chapter 7 lessons:

Ch 7.1:  Ratios and proportions

ch 7.2 Similar Polygons

ch 7.5 Midsegment theorem

Ch 7.3 AA Similarity

ch 7.4: SSS and SAS

Chapter 10 lessons:

ch 10.1: radicals

ch 10.2: 45, 45, 90 triangles

ch 10.3: 30, 60, 90 triangles

ch 10.4 tangent

ch 10.5 sine and cosine

ch 10.6 missing angles

Chapter 8 lessons:

ch 8.1 polygons

ch 8.2 angles of polygons

ch 8.3 area of rectangles

ch 8.4 area of triangles

ch 8.5 Parallelograms and Rhombuses

ch 8.6 trapezoids

ch 8.7 circles

Chapter 9 Lessons:

ch 9.1 solid figures

ch 9.2 surface area– prisms and cyclinders

ch 9.3 surface area-cones and pyramids

ch 9.4 volume - prisms and cyclinders

ch 9.5 volume– cones and pyramids