EUCLIDEAN GEOMETRY

Syllabus Math 153

Jeff Harootunian – Instructor

Winter, 2012

Class Meets Mon/ Wed    11:00am-1:05pm

Home Phone (775) 560 -7453

Voicemail (530) 541-4660 ext. 366

Room E100

REQUIRED TEXT:  Geometry, Prentice Hall Mathematics

 

COURSE DESCRIPTION:  This is a formal course in Geometry covering the basics of lines, planes, angles, triangles and congruence.

 The Pythagorean Theorem, similarity, and special right triangles will also be examined as well as both methods of deductive and inductive reasoning will be studied in depth.

STUDENT LEARNING OUTCOMES:

Students will be able to
1. Prove geometric statements using classical axioms and theorems.
2. Perform ruler and compass constructions.
3. Make deductions using the rules of logic.
4. Solve problems involving parallel lines, triangles, and angles.

LEARNING OBJECTIVES:

Successful students will demonstrate ability to:

1) Reading assignment: Before coming to class, read the section(s) that will be discussed that day (see the class schedule below).  Do the reading assignment (found on the Moodle site) before coming to class so that you will be prepared for the day’s lecture.  To pass this class, you will need to come to class prepared.  This preparation involves reading the book and trying to work out the examples and any suggested reading problems in the section before I lecture on that section.

Class Schedule (subject to modification is found at the end of this syllabus)  

Prerequisite:  C or better in Mat152A and Mat152B, or satisfactory score on assessment test.  Mat152B may be taken concurrently.

GRADING POLICY:

                        Exam 1  (Chapters 1-2)                                    60 points                                                          12%

                        Exam 2  (Chapters 3-4)                                    60 points                                                          12%                

                        Midterm Exam                                      80 points                                                          16%

                        Exam 3 (Chapters 5-7)                         60 points                                                          12%

                        Homework                                                       40 points ( 8 @ 5 points each)              8%

                        Quizzes                                                            60 points ( 3 @ 20 points each)                        12%

                        Final  (2.3-2.5, 3.2-3.4, 4.3-4.7, 5.3-5.5, 6.1-6.2, 7.1-7.5, 8.1-8.5, 9.1-9.2)                          28%

                                                                                                140 points                                                  =   100%                                                                                                                                       

                                                                                    Total=  500 points

 

Your letter grade will be based on your percentage of the total points.  The total points possible are 615 points.

                        A                     90-100%

                        B                      80-89%

                        C                     70-79%

                        D                     60-69%

                        F                      less than 60% 


MAKE-UP POLICY: There are no make-ups for any quizzes. Make-up for Exams and the Final will be assessed a 10% penalty if the absence is not excused.  Students must contact the instructor in advance of the examination in order to arrange a make-up.  All make up- test must be scheduled a week in advance at the TLC per Tutoring Learning Center test taking policy.

 ACCOMMODATIONS FOR STUDENTS WITH DISABILITIES: If there is anyone in this class who has need for test-taking or note-taking arrangements through the Disabilities Resource Center, please feel free to come and discuss this with me.  Students with disabilities who may need accommodations for this class are encouraged to notify the instructor and contact the Disability Resource Center (DRC) early in the quarter so that reasonable accommodations may be implemented as soon as possible.  Students may contact the DRC by visiting the Center (located in room A205) or by phoning 541-4660, ext. 249 (voice) or 542-1870 (TTY for deaf students).  All information will remain confidential.

Cheating will be defined as but not limited to: (1) using any method to copy another’s work on an exam, quiz, or final (2) directly copying another student’s homework assignment (3) using any method other than your own honest efforts to complete exams, quizzes, the final, or homework assignments.

The following activities are NOT cheating: (1) collaborating with other students to complete homework assignments (2) working with math tutors or academic coaches to complete homework assignments (3) working with other students to study for exams, quizzes or the final.

In this class, it is your responsibility to drop the class in order to avoid an unwanted grade.

Registration:

 

1. You must register for this class at the Office of Admissions and Records.

Friday, January 13, 2012 is the last day for refunds.

Friday, January 27, 2012 is the last day to drop with no record.

Thursday, February 16, 2012 is the last day to withdraw with a “W” grade. 

4. After that last date, if you are enrolled you will receive one of the following grades: A B C D F

 Remember, it is your responsibility to drop the class if needed.

 

Calculators:  No specific calculator is required for this course although access to, at least, a simple, five function calculator is highly recommended.  Such a calculator typically costs about $5.00. 

ATTENDANCE POLICY:  You will be expected to attend all classes and participate in all activities. Students with 2 or more unexcused absences will be administratively withdrawn from the class and will not be able to obtain a passing grade.

 Students are expected to arrive on time and stay for the entire class period. Late arrivals and early departures are disruptive to the entire class and likely to be counted as absences. It will further be the student’s responsibility to sign in every class period as a legal record of attendance. This will be stationed at the front desk or passed around the room. In addition, students that are enrolled and absent on the first day of class who did not make prior arrangements with the instructor will usually be administratively withdrawn from the course, by the end of the 1st day in order to make room for students still wishing to enroll in the course.

BEHAVIOR IN THE CLASSROOM:  Any behaviors that impede the teaching/learning process, including any conversations taking place during lecture, that do not contribute to the class as a whole, listening to personal audio devices, or any other behavior that disrupts student learning is not acceptable, in particular continuing conversation during full group instruction when being shown how to solve a problem. If any of these behaviors become a problem, the instructor will address such issues and reserves the right to administratively withdraw any student who continues to presents behavioral issues.

CELL PHONES:  Because of the disruptive nature of cell phones and the imaging, text messaging, and other capabilities of these devises, cell phones may not be turned on to while in the classroom. Under exceptional circumstances you may have it turned to vibrate only for emergencies, please contact your instructor before class if you have critical communication needs.

PHONE-MESSAGES TO YOUR INSTRUCTOR:  When leaving a voice-mail message, state your name, class, section (or meeting time).  If you leave a phone number for a return call, speak slowly, clearly and say the number twice; once in the beginning after your name and then again at the end of your message.

CHEATING:  No cheating of any kind will be tolerated.  Any student attempting to cheat, or assisting another student to cheat will be subject to consequences ranging from loss of credit for that particular assignment or test to immediate expulsion from the class or from the College.

Class Resources:

Instructor’s Office Hours: A half-hour office hour will be arranged either before or after class as per student consensus and room availability.  Currently, there is a half-hour office time tentatively scheduled between 2:30 and 3:00pm before class. This is subject to change as schedule dictates. I will also be available by appointment as needed. You can contact me directly by calling 775-560-7453 or if no answer leaving a message slowly and clearly stating your name, class, description of your need, and lastly, your return phone contact where you can readily be reached.  I will contact you back within two days.

Tutoring: Tutoring is available in the Math Success Center (MSC) in Room A201.

Financial Assistance: If you need help paying for books or other expenses, call our financial aid officer, America Ramirez, at 541-4660 x236, email Ramirez@ltcc.edu, or drop by A100.

Student Learning Responsibilities: Besides following all directions given as well as the outlined polices,

During the course student need to:

·        Ask questions in class!! Your instructor is there to help you understand and master the material.  Raise your hand for help and bring your questions from home to class ready to share in both large and small group discussions. Your group buddies are one of the most beneficial ways to learn and communicate mathematically while experiencing math in a social setting and sharing ways to solve problems.

 

·        Work all homework assignments fully and accurately with precise answers and work always shown.

·        Read any section material that is assigned or provided before class meets and be read to listen.

·        Keep a positive and supportive learning and participative attitude.

·        Take clear notes and organize your own learning materials.

 

·        Email your instructor as needed to (jharootunian@aol.com).  Since email addresses often do not include the authors name or are otherwise ambiguous, you need to first put a subject heading , include your full name and course number in your message.  Also, please write your messages in regular English rather than in cryptic, text message form and proof read your work.  The best way to communicate math questions that use mathematical symbolism is to use “calculator notation”.  That is, enter the symbols as you would on a scientific calculator.  Use “*” for multiply and “^” for exponents.  So, 3*y^2 means “three times y squared”.  For division and fractions, use parentheses and the symbol “/”.  So, (2 + y)/(3x) is an example of a fraction.  Note that the parentheses are mandatory and that “implied” multiplication can be used when appropriate.  That is “3x” means “3*x”.

 

·        Form study/support groups outside of class.  Research has shown this to be one of the most effective strategies to achieve success in math classes.

 

Worksheets and other Handout Materials:

Additional worksheets and other materials will be handed out in class. These worksheets will most often be used to practice skills in groups and may be collected and/or graded at the instructor’s discretion. In some cases the worksheet will be assigned as a take-home quiz to be learned and worked through by each individual student. In either case, the student will be responsible to have the worksheet ready for the next class meeting.

 

All steps to solve the problem must be included.  Homework or worksheets with answers only will receive no credit. No late homework assignments may be submitted or accepted. This is done so that grading and scoring may proceed in a timely manner.  Students are responsible for obtaining all homework assignments missed due to absence.

  

Class Formate:  All problems are worked in groups. Class sessions will include warm up exercises, interactive discussion of the homework exercises, worksheet activities, example readings, formula and definition applications (Students would be wise to have read the and practiced all examples prior to that day’s topic lesson and be familiar with the terms before coming to class.)

Students are expected to actively participate in class discussions and not to isolate themselves in solo endeavors. In addition, periodic quizzes will be given to check up on what students are learning.

ACADEMIC DISHONESTY (CHEATING):  Academic dishonesty of any form will not be tolerated. Students caught cheating on exams or quizzes will receive a score of zero on the assignment for the first offense and a course grade of F for the second offense.

Cheating will be defined as but not limited to: (1) using any method to copy another’s work on an exam, quiz, or final (2) directly copying another student’s homework assignment (3) using any method other than your own honest efforts to complete exams, quizzes, the final, or homework assignments.

The following activities are NOT cheating: (1) collaborating with other students to complete homework assignments (2) working with math tutors or academic coaches to complete homework assignments (3) working with other students to study for exams, quizzes or the final.

FINANCIAL ASSISTANCE: If you need help paying for your books or other expenses, call our financial aid officer, America Ramirez, at 541-4660 x236, email her at Ramirez@ltcc.edu, or drop by A100.

 Where to Find a Computer on Campus:  Computers are available for your use in the following locations on campus:

         Tutoring & Learning Center (TLC)* open Mon – Thurs 10 – 6, Fri 10 – 2, Sat 11 – 3.

         Math Success Center (MSC) * open Mon – Thurs 9 – 6, Fri 10 – 2, Sat 11 – 1.

         Open Labs in the D-wing which have available times posted by the door of each lab.

And also of course in the library

* Both the TLC and the MSC are in room 201.

Homework:  Homework will be assigned once a week on Mondays according to the course syllabus schedule.

All homework then is expected to be turned in by the student to the front table in class on Wednesday of the same week.

It is the student’s responsibility to keep up with the homework schedule. If a student does not turn in the homework by the due date they will miss out on the grading period for that week and thus will receive no points or credit for the missed assignment. There will be no late homework accepted. Consequently, once a particular assignment due date has passed there is no way or means to make up the missed opportunity

Homework Policies:

If you are unable to attend class due to illness or family related emergency you must first verify the absence by sending in an email subject heading “missing class notice” detailing the circumstances and reason for the request. This request will then be documented and kept on the student’s attendance record. I will subsequently approve/ disapprove the absence/ excuse accordingly. Once email approval has been received and granted, it is the students’ responsibility to print out the emailed approval and request and attach it to the assignment. The approval and assignment are then to be turned in by noon the next day through the student mail-drop box, located near the Reprographics Room in the B wing of the college. No late work will be accepted after this time.  I will check my mailbox at 10:30 AM on the days of instruction.  It will be the instructor’s discretion as to if the assignment has followed the proper expected protocols and may/ or may not then receive credit.

EXAM POLICY: Grading for all problems will require that steps/ descriptions be shown. The total points awarded to any problem or sets of problems will be based on the quality and amount of progress that a student demonstrates toward achieving a final answer. The more steps and details you show, the better your chances for receiving partial credit. All multiple choice or true/false answers while either right or wrong are best supported by a validation of your answer choice. By this it is meant for you to supply a brief statement on how or why you made the particular decision. In addition, all exams only, not quizzes, may be supported by a self-made one-page note card, front and back that is to be attached and turned in with the test.

 HOW TO SUCCEED IN A MATH CLASS:                     

1) Practice all textbook examples before class.

2) Make connections between the special information boxes and these examples.

2) Choose to attend all class periods in a timely fashion with a ready to learn attitude.

3)  Exchange names and phone numbers with classmates so that you can work together and create learning teams.

4)  Learn from each problem solving experience by asking questions of yourself and others.

5) Seek clarification of what steps you may have missed or for any of the skills or concepts that are not fully understood.

6)  Know how to get help when you need it and be patient with the learning process of yourself and others.

7)  Organize your class materials in some manner that makes sense to your to learning be that taking notes, working with examples, studying for tests and quizzes etc.

8) Make every effort to complete all assignments, check your work, and hand in all assignments on time.

         Tutoring & Learning Center (TLC)* open Mon – Thurs 10 – 6, Fri 10 – 2, Sat 11 – 3.

         Math Success Center (MSC) * open Mon – Thurs 9 – 6, Fri 10 – 2, Sat 11 – 1.

         Open Labs in the D-wing which have available times posted by the door of each lab.

* Both the TLC and the MSC are in room 201.

No makeup tests will be given for the comprehensive final exam and no exam may be taken early.

Students who decide that they are not going to successfully complete this course will want to withdraw themselves before the end of the third week of the mini-session or can check with admissions for this exact date.

Course Schedule:  The course schedule appears at the end of this syllabus.  This schedule may, at the instructor’s discretion, be revised during the semester to accommodate particular educational needs of the class.

Disability Statement:  Qualified, self-identified students with documented disabilities have the right to free accommodations to ensure equal access to educational opportunities at Truckee Meadows Community College. For assistance, contact TMCC’s Disability Resource Center at 775-673-7277, TTY 775-673-7888, come by the Red Mountain Building, room 315 B or visit www.tmcc.edu/drc.

HOMEWORK:  Homework is to be neatly done, arranged in the order specified on the homework assignment, in pencil or erasable pen no crossed out work, on 8 ½ X 11 paper with smooth edges (no ragged edges torn from spiral notebooks) and stapled. 

Homework will consist of all problems as per schedule unless otherwise changed by the instructor in class.

 

Learning is a journey……enjoy the process, study well, gather skills, and practice lots!!!

 

Have a great quarter session

Prof. Jeff Harootunian

Mathematics Instructor


Updated:

Week 1        1/4-1/9

 

1.1 -deductive reasoning.

 

1.2 -drawing and visualizing nets and models.

 

1.3 -points, lines, planes.

 

 

1.4 -segments, rays and parallel lines.

 

 

1.5 -measuring segments.

 

 

1.6- measuring angles

 

 

 

1.7 -basic constructions.

 

1.9-perimeter, circumference, and area

Assigned Wed  1/4

 

FOUNDATIONAL GEOMETRY

Pgs. 6-7;

2-24 even; 17-22,

 

Pgs. 13-15;

2, 3, 5, 6, 9,11-16, 25,29, 31, 41

 

Pgs. 19-20;

3-15 3rd;18-42 3rd

 

 

Pgs. 25-26;

1-15, 17-23 odd

 

 

Pgs. 33-34;

3-15 3rd; 16-21, 29-32.

 

 

  Pgs. 40-41;

1-23, 21, 29-32.

 

 

Pgs. 47-48;

1-12 all

 

Pgs. 65-66;

1, 2, 3-39 3rd

 

Due Wed 1/11

 

 

Pgs. 7-9;

[25-28][30-46] even;  [52-54]

Test prep; [56-59]

 

Pgs. 13-15;

17abc, [22-27a] even; [28-31,42]

Test prep; [35-38]

 

Pgs.20-22;

[44-53][54-60][65-67][74,79]

Test prep; [80-84]

 

Pgs.26-29;

 [24-34] [36-40a-e,41]

Test prep; [46-50a]

 

Pgs. 34-35;

23ab, 24, 25, [29-37]

Test prep; [39-52]

 

Pgs. 41-42;

[24-33, 41-48, 49]

Test prep; [50-54]

 

Pgs.48-50;  [16-25][34-40]

Test prep; [37-40]

 

Pgs.66-68; [37-51ab, 55-63],

[65-70] Test prep; [71-75]

 

Week 2     1/11-1/16

Quiz 1

 

2.1- conditional

statements.

 

2.2- bi-conditionals.

 

 

Assigned Wed  1/11

 

 

 

 

MLK 1/16

 

 

 

Pg. 93; 50-59, 62-67

 

Pgs. 83-84;  

9-33 every 3rd

 

Pg. 90;  

1, 3-24 3rd

 

Due Wed 1/18

 

 

 

                                                 

      Holiday

 

 

 

 

Pgs. 85-86; 48-62

[64-67]

 

Pgs. 92-93; [38-48]

Test prep; [50-54]

 

 

 

 

 

 

No School

 

 

EXPLORATIONS OF LOGIC

 

 

 

Week 3    1/18-1/23

 

2.3 -deductive reasoning

 

 

 

 

2.4 -reasoning in algebra.

 

 

 

Assigned Wed  1/18

 

 

 

Pgs. 96-98;

1, 3-15 3rd, 33-35, 36-40, 47,

48-51, 59-63

 

 

Pgs. 105-106;

1-3, 5-20 5th,

8, 9-24 3rd

 

 

Due Wed 1/25

 

 

 

 

 

Pgs. 97-98;

[16-26][27-33]3rd

[34-37] small groups

 

 

 

Pgs. 106-107;

[24-36] 3rd small groups 32, 37

2.5 -proving angles congruent.

 

Assigned Mon 1/23

 

Review Exam 1

 

Pgs. 112-114;

3-15 3rd, 7.

 

Due Wed 1/25

 

Pgs. 113-114;

 [7, 8-18] even [21-27] 3rd

 

 

 

 

Week 4   1/25-1/30

 

Exam 1     (1 hr.)

 

3.1-properties of parallel lines.

 

 

3.2- proving lines parallel.

 

 

Assigned Wed 1/25

 

 

 

 

 

Covers 1.3-2.5

 

Pgs 132-133;

3-15 3rd, 19-22.

 

 

Pgs 132-133;

1, 4, 5, 6, 7, 12, 18, 24.

 

 

Due Wed 2/1

 

 

 

 

 

Pgs 132-133;

 [19-22],[23-25],[26-36] small groups

 

Pgs. 137-139;

[9-22] all [24-26].[27-45] 3rd small groups

 

3.3  parallel vs. perpendicular

 

3.4 -triangle angle-sum theorem.

 

3.5 -polygon angle-sum theorems.

 

Assigned Mon 1/30

 

Pgs. 141-142; Read, thrms 3-9 to 3-11 with examples.

 

Pgs. 150-151;

1-9, 16ab, 18, 20, 23, 24.

 

Pg. 161;

1, 3, 5, 7-11,16, 20, 21

 

Due Wed 2/1

 

Pg. 143-144;

 [1-13] TBA

 

Pgs. 150-153; [10-16c, 17ab, 19, [22-30], [34, 35, 45, 46] groups.

Polygon Angle Sums pg 159;

Pgs. 161-163;

 [8-18] even, [11, 22,26] [*27, 32, 35, 36], 54, 58ab.

Week 5   2/1-2/6

 

 

3.8 -construct parallel lines and perpendicular lines

 

QUIZ 2 (20 min.)

 

 

Assigned Wed 2/1

 

 

STRUCTURED TRIANGLE PROOFS BEGIN

 

Pg. 184; 1-3 , 4-11

 

 

Pg. 140; 46-50

Pg. 144; 24-29

Pg. 153; 1-10 all

 

Due Wed 2/1

 

 

 

 

Pgs. 181-183;

work through examples 1-4.

Pg. 184;

( see selected demos * 3-12)

 [14-21], 23, 25, 26abc,

small groups

 

4.1-congruent figures.

 

 

4.2 -triangle congruence by SSS and SAS.

 

Assigned Mon 2/6

 

Pgs. 200-202;

1-12, 18-21, 24-26, 35, 36.

 

 

Pgs. 208-209;

1, 2-8 even, 9-15, 18, 21, 25.

 

 

Due Wed 2/8

 

Pgs. 200-202;

3-33, 3rd 21, 27, 39

Pg 204 activity 2

 

Pgs. 209-211;

[16-24] even,[26-29],

39,[40-42][47ab] small groups

Week 6    2/8- 2/13

 

4.3 - congruence ASA and AAS.

 

 

4.4 -congruent triangles CPCTC.

 

Review Exam 2

 

 

Assigned Mon 2/8

 

 

 

Pgs. 215-217; 1-15odd, 16, 18.

 

 

Pgs. 222-224; 1, 3-18 3rds,

 

Pg. 188 all; Pg. 189; Chp. Review 1-10; Pg. 249 1-13

 

 

Due Wed 2/15

 

Pgs. 215-217;

[12-20][22-23] small group

[27ab[Test prep][35-40]

Pgs. 215-217; [12-19] small groups

 

Pg. 226-227; exercises 1-2, and activities 1-2.

 

Pg. 189; 11, [12-30] 3rd.

Pg. 247; “Writing Flow Proof”

Pgs. 249-251; do ex 1-2. [14-32] even, *{34-39}small groups

Exam 2    (1hr.)

 

4.5 -isosceles equilateral triangle

 

 

*4.6 -congruence in right triangles

 

*4.7 overlapping triangles; CPCTC

 

Assigned Mon 2/13

 

Covers 3.1-4.4

 

Pgs. 230-231;

1-13, 15, 19, 21.

 

 

Pgs. 237-239;

*2-7, 11, 13, 21

 

None

 

 

Due Wed 2/15

 

 

 

Pgs. 231-232;

[14-22] even, [25- 31]

small group

 

Pgs. 230-231; 14, 20, 22, 24 (see 25), work 26 small groups

 

Pgs. 243-244;

demos. 1, 5,

[3-11] odd. small groups

Week 7  2/15-2/20

 

5.3 -lines, medians altitudes.

 

 

 

5.4 -inverse, contrapositive, indirect reasoning.

 

Assigned Mon 2/15

 

 

 

Pgs. 275-276;

1, 3, 9, 11-22 all.

 

 

 

Pgs. 283-284;

3-15 3rd,  21, 23

 

 

Due Wed 2/22

 

 

 

Pgs. 275-277;

[2, 8,10][12-18]even,

[19-22], [25-28], 29 small groups

 

Pgs. 280-283; top

construct and argue with indirect proofs

 

Pgs. 283-285;

special study [10-22] [35-39], *41

 

Presidents Day 2/20

 

Review Midterm probs. sent by email

 

 

 

 

Assigned Mon 2/20

 

Holiday

 

Download  and print out midterm problems TBA

 

Read Pgs. 280-283; 

try Pgs. 283-284; 3-21 3rd

 

Due Wed 2/22

 

No School!

Week 8  2/22-2/27

 

Midterm Due

 

5.1-5.2 Mid-sections; bisectors of triangles.

 

Assigned Mon 2/20

 

 

Pgs. 259-261; work examples 1-3 and read thrms

5-2-5-5.

 

Pg. 262; 1, 3-15 3rd

 

 

Due Wed 2/22

 

TRIANGLE EXTENDED PROOFS ADDED

 

Pg. 262; [5, 6, 9, 12, 13ab, 15, 16, 18, 20ab]

 

Pgs. 267-268; [8-17][18-27, 30]

[ 40-44] small groups

5.5 -inequalities and triangles.

 

 

6.1-classifying quadrilaterals.

 

 

 

 

Quiz 3 (20 min.)

 

Assigned Mon 2/27

 

Read pgs. 289-292;

write out index card thrms.

5-10-5-12, and top Pg. 290.

 

Pgs. 307-308; read exps 1-3

Then do Pgs. 308-309;

 probs. 2-24 even.

Pg. 306; copy definitions chart special quadrilaterals

 

TBA

 

Due Wed 2/29

 

Pgs. 290-292; Read/ study work expls. 1-5

 

 

Use index cards as a  reference to do probs. [3-36 3rd] groups

 

Use charts - special quadrilaterals

Pg. 307;  Discuss expl. 1ab quadrilateral diagram examples 2 and 3,

[19-24],[29-41],[43-53]

Week 9   2/29-3/5

 

6.2 -properties of parallelograms.

 

 

 

6.3-proving a quadrilateral is a parallelogram.

 

*6.4 -special parallelograms.

read pgs. 336-338.

 

Assigned Mon 2/27

 

7.1 -ratios and proportions.

 

7.2 -similar polygons.

 

Assigned Mon 3/5

 

OTHER SHAPE APPLICATONS

 

Pg. 320; [1-4] geoboards, study theorems and proofs of 6-7 and 6-8; develop a flow chart for theorem 6-8

 

Pg. 326; 20-21, 22, 24, 25-34, 39, 41-43, 64, 65.

 

 

TBA

 

 

 

Due Wed 1/29

 

Pgs. 368-369;

3-21 odd. 26-36,

 

Pgs. 375-376; 1-16 all

 

Due Wed 3/7

 

Begin Quadrilateral Projects.

 

Pgs. 329-331; discuss proof of thrms. [6-9-6-14]; work expls. 1-3, do[16, 19, 21, 24] [25-38][41-43] small groups

 

Pgs. 336-338

discuss thrms. 6-15-6-17 and Test Prep Pg. 341;[45-49] small groups

Week 10  3/7-3/12

 

7.3 -proving triangles similar.

 

7.4 similarity in right triangles.

 

7.5-similar proportion in right triangles.

 

Review Exam 3

 

 

 

Assigned Mon 3/5

 

 

Pgs. 385-386; 1-3, 6-18 3rd,

3-21 3rd,

 

 

Pgs. 398-400; Read thrms 7-4-7-5 and examples 1-3.

 

Pgs. 400-402;

Do 3-24, 3rd. 31

 

 

Pgs 297-299; probs 1-10, 12-42 3rd, 1-14 all,

Pg. 406; 1-5, pg 407-408 1-7, 15,16, 18, 20, 23

Due Wed 3/7

 

Plan - Quadrilateral Project.

Pgs 387-388;[30-45] 3rd [52-60] even , 57,[17-52abc] groups

 

Built/ Present- Quadrilateral Projects.

Pgs. 394-395; [19,21,23ab],[24-42]3rd, [43-45]. groups

 

Pgs 394-395; 24ab-51] 3rd, 52ab, [27-33]3rd, 31, 34, 36, 39. groups

Exam 3     (1 hr.)

 

 

8.1- Pythagorean Theorem and its converse.

 

8.2 -special right triangles.

 

TRIGONOMETRY BASIS EXPLORED

 

Assigned Mon 3/12

 

Covers 5.4, 5.5, 6.2-6.3,

7.1-7.5

 

Pgs. 420-422;

1-3; 9-23 Odd; 32, 42-46 All

3-27 3rd, 31.

 

Pgs. 425-428;

Read all theorems and examples, then do  1,3,6,9,12,13,18, 21

 

 

Due Wed 3/14

 

Pg. 422; [30-35], 38, 39, *48, *54, *58. Test Prep; 59-64,

 

Pg. 423; 65-73 Mixed Review

Special small groups

Pg. 424; GPS 1, 3.

 

Pg. 424;

[18-26] all pg 431 activity 1

 1-2[23, 27, 31, 33, 35, 36 ,39, 47, 48, 51, 53, 54, 57 ]

 

Week 11  3/14-319

 

8.3-the tangent ratio.

 

 

 

8.4-sine cosine ratios.

 

*8.5-angles of elevation/depression.

 

 

Assigned Mon 3/12

 

 

Review Final Exam

Test preps:

Pg. 388; 45-48.

Pg. 396; 55-59.

Pg. 403; 48-51a.

Pg. 404; Checkpoint

Pg. 406; 1-5

 

 

 

 

Pgs. 432-434;

Work all examples 1-3 ; then do 1-9 All 12, 15, 18, 20, 23.

 

Pgs. 441-442;

3-21 3rd, 25ab, 26a-e.

 

Pgs. 445-446; work examples 1-3, then do 1-12.

 

Due Wed 3/14

 

Final Test preps:

Pg. 388; 45-48.

Pg. 396; 55-59.

Pg. 403; 48-51a.

Pg. 404; Checkpoint Quiz 1-9 odd.

Pg. 406; 1-5

 

 

 

 

Pgs. 432-434;

[21-27], 31, 32.

small groups

 

Pgs. 432-434;[12-18] 23, 24, 28,29. Small groups,

 

Pg. 451; GPS ex 1 and 2.

 

See:  Review Final Exam Problems. Under test preps:

 

Pg. 404; Checkpoint Quiz

1- 9 odd

Pg. 410; 3-24 3rd.

Pg. 464; 1-22 all

Pg. 476; 37-39, 45, 46

Pg. 482; 47-51, 54.

Done!

 

10.1 areas of parallelograms, and triangles

 

Assigned Mon 3/19

 

Pgs. 432-434; 3-15 3rd

 

 

 

Due Wed 3/21

 

TBA

Week 12  3/21

Final Exam (2 hrs.)

 

Assigned Mon 3/21

 

Covers chps. 4, 5 6, 7, 8.

Problems TBA

 

Due Wed 3/21

 

 

 

 

 

 

 


 

Course Schedule Math 153 Winter, 2012

Day    Week

Date     

Section(s)

Individual Assignments

(turn in weekly)

In-Class Group Problems

[done in small groups]

[ done in-class problems]

Wed - Week 1

 

FOUNDATIONAL

GEO. BEGINS

1/4

1.1 -deductive reasoning

 

 

1.2 -drawing and visualizing nets and models

 

1.3 -points, lines, planes

2-24 even; 17-22,

 

 

 

2, 3, 5, 6, 9,11-16, 25,29, 31, 41

 

 

3-15 3rd;18-42 3rd

 

 [25-28][30-46] even;

 [52-54]

Test prep; [56-59]

 

17abc, [22-27a] even; [28-31,42]

Test prep; [35-38]

 

[44-53][54-60]

[65-67][74,75, 76b, 77-79]

Test prep; [80-84]

Mon

1/9

1.4 -segments, rays and parallel lines

 

1.5 -measuring segments

 

1.6- measuring angles

 

1.7 -basic constructions

 

1.9-perimeter, circumference, and area

1-15, 17-23 odd

 

 

 

3-15 3rd; 16-21, 29-32.

 

1-23, 21, 29-32.

 

 

1-12 all

 

 

1, 2, 3-39 3rd

 [24-34] [36-40a-e,41]

Test prep; [46-50a]

 

 

[23ab, 24, 25, [29-37]

Test prep; [39-52]

 

[24-33, 41-48, 49]

Test prep; [50-54]

 

[16-25][34-40]

Test prep; [37-40]

 

[37-51ab, 55-63],

[65-70]

Test prep; [71-75]

Wed – Week 2

1/11

 

Quiz 1(20 min.)

 

 

2.1-conditional

statements

 

2.2 bi-conditionals

 

pg. 93; 50-59, 62-67

 

9-33 every 3rd

 

 

1, 3-24 3rd

 

 

 

[34-40], [48 -63] skip

#53. Test prep;[64-66]

 

[22-44]even; 27, [47-49]

Mon

1/16

Luther King Day

 

 

No School!

Wed – Week 3

 

EXPLORATIONS OF LOGIC

1/18

2.3 -deductive reasoning-Law of Detachment.

 

2.4 -reasoning in algebra.

 

1, 3-15 3rd; 33-35, 36-40, 47,

48-51, 59-63

 

1-3, 5-20 5th;

8, 9-24 3rd

 

 

[16-26][27-33]3rd ;  

[34-37]

 

 

[24-36] 3rd;  32, 37

Mon

1/23

Test prep; 1

 pg. 108; 38-53,

pg. 120; 12-27

2.5 -proving angles congruent.

 

Review Exam 1

 

 

 

3-15 3rd; 7.

 

 

 

[7, 8-18] even; [21-27] 3rd

Wed – Week 4

1/25

Exam 1 (1 hr.)

3.1-properties of parallel lines.

 

3.2- proving lines parallel.

 

3-15 3rd; 19-22.

 

 

1, 4, 5, 6, 7, 12, 18, 24

 

[19-22],[23-25],[26-36]

 

[9-22] [24-26].[27-45] 3rd

 

Mon -

1/30

3.3  parallel vs. perpendicular

 

 

3.4 -triangle angle-theorem.

 

 

3.5 -polygon angle-sum theorems.

 

read, thrms. 3-9 to 3-11 and expls.

 

 

1-9, 16ab,18, 20, 23, 24.

 

 

1, 3, 5, 7-11,16, 20, 21

[1-13] TBA

 

 

 

[10-16c, 17ab, [19-22],

[24-30], 34, 35, 45, 46.

 

do activity Polygon Angle Sums pg. 159.

 [8-18] even; [11, 22,26] [*27, 32, 35, 36], 54, 58ab.

Wed – Week 5

 

 

-------------------

Mon

 

STRUCTURED TRIANGLED PROOFS BEGIN

2/1

 

 

------------------

2/6

3.8 -const. parallel perpendicular lines

----------------------Quiz 2 (20 min.)

pg. 140; 46-50

pg. 144; 24-29

pg. 153; 1-10 all.

 

4.1-congruent figures.

 

4.2 -triangle congruence by SSS and SAS.

1-3 , 4-11

 

 

---------------------

 

 

 

 

 

1-12, 18-21, 24-26, 35, 36

 

1, 2-8 even;

 9-15,18, 21, 25

*3-12 demos

[14-21], 23, 25, 26abc

 

--------------------------

 

 

 

 

 

3-33, 3rd 21, 27, 39

pg. 204; activity 2

 

[16-24] even; [26-29],

39,[40-42][47ab]

 

Wed – Week 6

 

2/8

4.3 -triangle congruence by ASA and AAS.

 

4.4 -congruent triangles CPCTC.

 

 

Review Exam 2

pg. 188; all

pg. 189;

 Chapter review

1-10

pg. 249; 1-13

1-15odd; 16, 18.

 

 

 

1, 3-18 3rds,

 

 

 

 

 

 

 

[12-20][22-23] [27ab]

 Test prep;[35-40]

 

 

[12-19] Pg. 226-227 exercises 1-2, and activities 1-2.

 

pg. 189; 11, [12-30] 3rd.

pg. 247; study diagram

“Writing Flow Proof”

do ex 1-2 Pgs. 249-251; [14-32] even; *[34-39]

Mon

 

2/13

Exam 2 (1hr.)

 

4.5 -isosceles equilateral triangle

 

4.6 -congruence in right triangles

 

*4.7 overlapping triangles; CPCTC

 

 

1-13, 15, 19, 21.

 

 

2-7, 11, 13, 21

 

 

3-9, odd

 

 

[14-22] even; [25- 31]

 

 

14, 20, 22, 24 (see 25), work 26

 

demos. 1, 5, [3-11] odd.

Wed – Week 7

 

2/15

5.3 -lines, medians altitudes.

 

 

5.4 -inverse, contrapositive, indirect reasoning.

1, 3, 9, 11-22 all.

 

 

 

3-15 3rd; 21, 23,

 

[2, 8,10][12-18]even,

[19-22], [25-28], 29

 

special study

[10-22] [35-39, *41]

how to construct and argue indirect proofs.

 

 

 

 

 

Mon

2/20

Presidents Day

 

Review Day for Midterm probs. sent over email

 

read pgs. 280-283; 3-21 3rd.

No School!

Wed – Week 8

 

2/22

Midterm Due

 

*5.1-5.2 Mid-

sections; bisectors of triangles

read pg.259-261; work through expls 1-3; read thrms.

5-2-5-5 do 1, 3-15 3rd

pg. 262; [5, 6, 9, 12, 13ab, 15, 16, 18, 20ab],

[8-17],[18-27, 30],[ 40-44]

Mon

 

TRIANGULAR EXTEND PROOFS ADDED

2/27

5.5 -inequalities and triangles.

 

 

 

 

 

6.1-classifying quadrilaterals.

 

 

Quiz 3 (20 min.)

read pgs 289-292; write out index card thrms.

5-10-5-12; and top pg. 290; do probs. 2-24  even;

 

read pgs. 306-308; copy definitions chart  of special quadrilaterals

read over pgs. 290-292; work through expls. 1-5; then use index cards to do probs. 3-36 every 3rd

discuss 1ab quadrilateral diagram  pg. 307;

 

[19-24],[29-41],[43-53]

Wed – Week 9

 

OTHER SHAPE APPLICATONS

2/29

6.2 -properties of parallelograms.

 

6.3-proving a quadrilateral is a parallelogram

 

6.4 -special parallelograms.

read pgs. 336-338

pg. 320;[1-4]

 

pg. 324; 3-12 3rd

 

 

 

22, 24, 25-34, 39, 41-43, 64, 65.

do[16, 19, 21, 24],

[35-45 5th; also thrms.

6-15-6-17and expls.[45-49]

Mon

3/5

7.1 -ratios and proportions.

 

7.2 -similar polygons.

3-21 odd; 26-36,

 

 

1-16 all

plan -special quadrilateral art projects

 

[30-45] 3rd ; [52-60 even; 57 [17-52abc]

 

Wed – Week 10

 

TRIANGLE APPS BASIS OF TRIGONOMETRY

EXPLORED.

3/7

7.3 -proving triangles similar.

 

 

7.4 similarity in right triangles

 

7.5-similarity proportions in right triangles.

 

 

Review Exam

1-3, 6-18 3rd,

 

 

 

3-21 3rd,

 

 

read pg 398-400; thrms. 7-4-7-5 expls. 1-3;

do 3-24, 3rd.

 

pgs. 297-299;

 do 1-10, 12-42 3rd, 1-14 all

pg. 406; 1-5, pgs. 407-408; 1-7, 15,16, 18, 20, 23,

 

 

 

 

build and present

special quadrilateral art projects

 

[19, 21, 23ab], [24-42]3rd, [43-45].

 

[24ab-51] 3rd, 52ab.

[27-33]3rd, 31, 34, 36, 39.

 

 

 

[14, 16,18, 21, 22, 23, 24]

review pgs. 334-335;

do [25-37],[41-45],[59-69]all, pg. 341;[45-49] all

pgs. 409-410; [24-36] 3rd, 34, 38

 

 

 

Mon

 

 

 

3/12

 

 

 

Exam 3 (1 hr.)

 

8.1- Pythagorean Theorem and its converse.

 

 

8.2 -special right triangles.

 

 

 

 

 

 

1-3 all; 9-23 odd; 32, 42-46 all

 

 

 

3-27 3rd, 31.

read all theorems and expls. Pgs. 425-428; do 1,3,6,9,12 ,18, 21

 

 

 

 

 

[30-35], 38, 39

*48, *54, *58.

special small groups

pg. 424; GPS 1, 3.

 

[18-26] all pg. 431; activity 1; do probs. 1, 2.

Wed - Week 11

3/14

8.3-the tangent ratio.

 

 

 

 

8.4 sine and cosine ratios.

 

*8.5-angles of elevation and depression.

 

read and work through all expls. pgs. 432-434;

1-9 all 12, 15, 18, 20, 23.

 

3-15 3rd

 

 

*pgs. 445-446; work through expls. 1-3, 1-12

[23, 27, 31, 33, 35,

36 ,39, 47, 48, 51, 53, 54, 56, 57]

 

 

 

[21-27], 31, 32.

 

 

[12-18] 23, 24, 28,29

pg. 451; GPS ex 1 and 2.

Mon

3/19

10.1-areas of parallelograms, and triangles

 

 

 

 

Review  for

Final Exam

1-10, 12; 25-29 odd; 35-39 odd; 48-54 even;

work pgs. 478-479; thrms;

pg. 480; 1-5, 6-9

 

probs. TBA

[11-14] [15, 18, 19, 23]

[27, 30, 31-33]

 

Wed – Week 12

 

3/21

Final Exam

(2 hrs.)

 

chapters4, 5 6, 7, 8, 10.1, 10.2

 

 

 

 

 

 

*course schedule subject to change

 

 

 

 

 

 

.