**In-Class:**

7.10 Sand Castles

- Go over part 1

- Part 2

**Homework:**

#107

Research

- Cavalieri's Principle or other topics

7.10 Sand Castles

- Go over part 1

- Part 2

#107

Research

- Cavalieri's Principle or other topics

7.9 Rays and Radians

#105

pg. 51

problems 5-13

7.10 Sand Castles

#106

pg. 56

problems 4-13

7.8 Madison’s Round Garden

- Continued

- Radians

Notes

#104

Pg. 45

Problems 4-7

Geometry Test for Module 7 will be coming soon (after spring break)

**In-Class:**

7.8 Madison’s Round Garden

- After seeing the patterns in the table, create an equation comparing arc length to radius for any circle

**Homework:**

#103

Pg. 47

Problems 8-13

7.8 Madison’s Round Garden

- After seeing the patterns in the table, create an equation comparing arc length to radius for any circle

#103

Pg. 47

Problems 8-13

7.7 Pied

- Arc length and sector area

#102

Pg. 40

Problems 7-12

7.6 Circular Reasoning

- Part 2

- Groups of 4

#101

Pg. 35

Problems 15-16

Notes

- Angle Relationships

- Segment Relationships

Circle Problems

Circle Problems on Handout

(Pg. 29, problems 1-6)

Quiz

7.5 From Polygons to Circles

- Part 2 (deriving area formula)

#98

Pg. 31

Problems 10-12

7.4 Gazebo

- Formulas

7.5 From Polygons to Circles

- Part 1

#97

Pg. 24

Problems 10-12 and

Pg. 30

Problems 8 and 9

Quiz Details for Module 7.1-7.3

Centers of rotation (equation of lines, pg. 7 8-10)

Proving Inscribed angle theorem (case 1 or 2, pg. 15)

Problems relating to angles in circles (pg. 20 11-14)

Review of 7.3 - Tangents

7.4 Gazebo Problem

- create formula for area and perimeter of any regular polygon

#96

Pg. 24

Problems 7-9

7.3 Cyclic Polygons

- Day 3, Part 2 and 3

#95

pg. 20

problems 11-15

7.3 Cyclic Polygons

- Day 2

#94

Pg. 15-16

Finish Case 2 and Case 3

7.2 Discussion

- central angles and inscribed angles

7.3 Cyclic Polygons - Part 1

#93

Pg. 21

Problems 16-17

Think Questions:

Why are there 360 degrees in a circle?

How are the marked angles related to the marked arc?

7.2 Circle Dilations

- Prove all circles are similar

#92

Pg. 12

Problems 7-9

Think Questions:

Is there a relationship between the two marked angles?

- How do you know?

Are there any right triangles in the diagram?

- How do you know?

New Module: Yr 2 Module 7 - Circles from a Geometric Perspective

7.1 Centered

- Prove the Converse of the Perpendicular Bisector Theorem (problem 5)

#91

Pg. 7

Problems 8-14

Bank Shot Problem

#90

Add words to vocab list:

Circle

Diameter

Radius

Chord

Secant

Tangent

Central Angle

Sector

Arc (of a circle)

Segment (of a circle)

Test Review

Test Review Packet #2

Test Review Packet #3 assigned as Wednesday's assignment.

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