Geometry

Assignments

 Syllabus

Geometry

2007-2008

Teacher:  Mr. A Scalzi

email: apscalzi@mhsmi.org

web page: http://67.36.236.2/staff/apscalzi/index.htm

Book: Geometry; Larson, Boswell, Stiff; McDougal Littell; 2001

Grading: Accumulative point system.

Pop quizzes and work sheets = 5 to 20 points

Tests = 60 to 100 points                         Final exams = about 15% of total points

Homework = 2 points.*

First semester will cover chapters 1 to 6

Second semester will cover chapters 8 to 12

Some Rules:

1.  Be on time.

2.  No talking during lecture time.

3.  If you have a question, put your hand up and wait to be called.

4.  You must have permission to leave the room.

5.  All make-up work must be made up within one cycle.

6.  The teacher is the final authority on any topic what-so-ever.

7.       Only Homework that is completed, corrected and written in pencil will receive full credit

Materials:  pencils, ruler, protractor, a notebook for notes, loose leaf paper for homework.

A scientific calculator is highly recommended.

*Rules for Homework

1.  Homework must be done in pencil and on loose leaf paper

2.      Each assignment must have a date and page, problem numbers and section number on the upper left- hand corner.

3.      Homework will be collected every day and checked for completeness.

4.      Correct and complete problem using a red pen

5.      It is your responsibility to have the correct solution for each and every problem.

6.      Completed and corrected homework will be worth 2 points. 

7.      Incomplete and or incorrect work will be worth one or zero points depending on the level of completeness and legibility.

8.      Late homework will not receive full credit

 Geometry Assignments:

To PRINT assignment:

a) Highlight the assignment portion of the page                            c) Check Selection option

b) Pull down the FILE menu and choose PRINT                        d) PRINT

Geometry Assignments

Chapter 6

Section 6.1 Polygons, p 325 (13 – 21 , 25 – 29, 37 – 45 ODD only)

Section 6.2 Properties of polygons, p 333 (5 – 37 odd, 55, 57)

Section 6.3 Proving parallelograms, p 342 (3- 25 odd)

Section 6.4 Rhombus, rectangle and square, p 351 (3 – 21, 25 – 43 ODD only)

Section 6.5 Trapezoid and kites, p 359 (3 – 23 odd)

Section 6.6 Special quadrilaterals, p 367 (7-23 odd)

Section 6.7 Areas, p 376 (3 – 27 odd, 60, 61)

Review + Test