MATH 178 Business Calculus Fall ‘96 4 units Sections 6062 ...



Elementary Statistics Alex Juden (ajuden@swccd.edu)

Math 119-05 (4 units) Office: 304

T, Th, 9 – 10:50 am, Room 1684 Phone: 619.421.6700 ext. 5580

Mailbox: Room 345 (phone has voicemail – leave message any time)

Prerequisites: Math 65 or the equivalent skill level as determined by the Southwestern College Mathematics Assessment or equivalent.

Recommended Preparation: RDG 158 or the equivalent.

Office Hours: Tuesday, Thursday (noon – 1:50 pm)

Wednesday (9 – 9:50 am)

Office Hours will be held in room 304 OR in the MESA Student Center (room 396)

Required Textbooks and Materials:

1) The Basic Practice of Statistics, 4th Edition, by David S. Moore

2) Calculator - A graphing calculator is required. The TI-83+ is recommended.

YOU MAY NOT USE A PDA, CELL PHONE, ETC. as a CALCULATOR.

3) Paper, and a Pen or Pencil

Grading:

There will be 11 homework packets, three exams, 10 pop-quizzes, a case study and a final exam during the semester. Attendance and participation are very important, and non-participation in class activities is cause for a student to be marked absent. Make-up exams will not be given, however you may take an exam early if you notify the instructor at least two weeks before the date the exam is scheduled. If you miss a pop-quiz you will earn a zero for that pop-quiz.

This class may be taken for Credit/Non-Credit or letter grade. You must petition for the CR/NC option or you will automatically be assigned a letter grade. Please check with your counselor.

Grade Breakdown:

10 best of 11 homework packets – 10 points each 100 points

10 pop-quizzes – 10 points each 100 points

Exam 1 – 100 points 100 points

Exam 2 – 100 points 100 points

Exam 3 – 100 points 100 points

Case Study 100 points

Subtotal 600 points

Final Exam 100 points

Total: 700 points

Letter Grades: A 90 - 100% (630 – 700 points)

B 80 - 90% (560 – 629 points)

C 70 - 80% (490 – 559 points) – “C” or better is needed to pass

D 60 - 70% (420 – 489 points)

F < 60% ( < 420 points)

Course Description and Scope: Measures of central tendency and variability, probability, sampling techniques, binomial, hypergeometric and normal distributions, statistical estimation and hypothesis testing, regression and correlation. Emphasis on descriptive statistics; probability and probability distributions; and inferences concerning single population means and proportions. Graphing calculator and other technologies will be used.

If you would like more details, a complete copy of the course outline is available from the Math, Science, Engineering office on the main campus (room 345).

Attendance: Students that do not attend class on a regular basis will be dropped:

• If you have more than 4 combined excused and unexcused absences, you will be dropped and receive a “W” or an “F” depending on the date dropped.

• Arriving late or leaving early will be counted as one-half of an absence (ie, two tardies is the same as one absence).

• Excessive tardiness (more than 3) may result in being dropped from the class.

• If you plan on dropping the class – make sure to fill out the required paperwork at admissions – do not just stop showing up.

Homework:

Homework will be assigned daily, and will be collected as indicated on the course schedule. Once the homework has been turned in, the instructor will choose a subset of the problems assigned, and base the grade for that homework packet on this subset of problems. Late homework will not be accepted.

Homework problems that are unreadable or do not clearly show all steps taken will earn a grade of zero. In general, there will be no partial credit, so it's all or nothing - and unclear answers will receive nothing. Questions on homework should be asked during office hours or at the beginning of each class.

Case Study:

The student will collect data from the “real” world and use statistics to describe, analyze and make inferences about this topic in a creative/interesting/useful way. Concepts from elementary statistics MUST be utilized. Each student MUST discuss their case study with the instructor (during the instructor’s office hours), and get the instructor’s approval, before beginning work on their case study. The oral presentation (5 minute max) of the case study shall be done either during the instructor’s office hours or on Tuesday, May 15th. The case study introduction and data should be turned in and the presentation completed before their respective due dates – NO EXCEPTIONS - (see the course schedule for due dates). The case study will be graded as follows:

✓ Discuss case study/expectations with instructor – gain approval (REQUIRED) 20 points

Write the Introduction (and turn it in before the due date)

✓ Case Study Write-Up

o Brief Introduction - Introduce topic and how/why you are relating it to mathematics.

Summarize the case study expectations (as discussed with instructor) 10 points

o Mathematical Exploration – Technical explanation of case study (State; Formulate; Solve; Conclude)

▪ Mathematical accuracy 20 points

▪ Clarity 10 points

▪ Creativity 10 points

o Implications/Inferences – Explain how your case study might be useful 10 points

✓ Oral Presentation (5 minute max)

o Knowledge 10 points

o Creativity 10 points

MATH 119 SPRING, 2007

TENTATIVE SCHEDULE

WORK

DATE TOPIC CHAPTER(S) DUE

1/18 Picturing Distributions with Graphs 1

1/23 Picturing Distributions with Graphs 1

1/25 Describing Distributions with Numbers 2

1/30 Describing Distributions with Numbers 2 Ch 1

2/1 The Normal Distribution 3

2/6 Scatter plots and Correlation 4 (CS – Intro)

2/8 Scatter plots and Correlation

Regression 4/5 Ch 2, 3

2/13 Regression 5

2/15 Review for Exam I

2/20 EXAM I Ch 4, 5

2/22 Producing Data: Sampling 8

2/27 Producing Data: Experiments 9

3/1 Introducing Probability 10

3/6 Introducing Probability

General Rules of Probability 10/12 Ch 8, 9

3/8 General Rules of Probability 12

3/13 Binomial Distributions 13 Ch 10

3/15 Binomial Distributions 13

3/20 Sampling Distributions 11 Ch 12

3/22 Sampling Distributions 11

3/27 Review

3/29 EXAM II Ch 13, 11

4/3 Spring Break – NO CLASS

4/5 Spring Break – NO CLASS

4/10 Confidence Intervals: The Basics 14

4/12 Confidence Intervals: The Basics 14

4/17 Tests of Significance: The Basics 15 (CS – Data)

4/19 Practice in Inference 16 Ch 14

4/24 Practice in Inference 16

4/26 Inference about a Population Mean 18 Ch 15, 16

5/1 Inference about a Population Mean 18

5/3 Review

5/8 EXAM III Ch 18

5/10 Inference about a Population Proportion 20

5/15 Case Studies – Presentations (CS – Final)

5/17 Review for Final Ch 20

FINAL EXAM

Thursday, May 24, 8:00-10:00 a.m. (9 a.m. class)

Tuesday, May 22, 1-3 p.m. (2 p.m. class)

Important Dates

Last day to add: January 27 Last day to file for Credit/ No Credit: February 9

Last day to drop with refund: January 27 Last day to drop and receive a “W”: April 13, 3 pm

Last day to drop without a grade: February 9

Academic Success Center Referral:

To further your success, reinforce concepts, and achieve the stated learning objectives for this course, I refer you to the Academic Success Center learning assistance services. Upon request for tutorial services, you will be automatically enrolled in NC 3: Supervised Tutoring, a free noncredit course that does not appear on your transcripts.

Services are located in the ASC (420), the Writing Center (420D), the Reading Center (420), Math Center (426), the Library/LRC Interdisciplinary Tutoring Lab, MESA, specialized on-campus School tutoring labs, the Higher Education Center, and the San Ysidro Education Center. Online learning materials and Online Writing Lab (OWL) are available at swccd.edu/~asc.

Reading:

The student is responsible for reading all sections of the text before they are covered in class (see course schedule,). Students are expected to understand and be able to apply all concepts, definitions, and calculator exercises covered by the textbook - regardless of the homework problems assigned.

As a general rule, you should expect to study for two hours outside of class for every hour in class. Time spent preparing for upcoming material is spent more wisely than time spent trying to catch up with the rest of the class.

Misconduct

Instructors may exclude a student for up to two class meetings pursuant to misconduct. Further disciplinary action may be pursued by the instructor or college administration. Instructors must contact the Dean of Student Activities and Health Services after exclusion. Students have the right to appeal any actions taken under this policy through the Grievance or Order policy. Misconduct (as defined in the SWC catalog) includes:

• Academic Cheating and Plagiarism

• Disruption of instruction activity

• Alteration or misuse of college documents

• Acts or threats of damage/theft

• Acts or threats of physical abuse

ON-CAMPUS FREE TUTORING: One-on-one, group, and open, walk-in lab assistance is provided free to all Southwestern College students at the following locations and times:

Math Suite – in the back of the new 420 building

Hours : Monday through Friday 9:00am - 3:00 pm.

Saturday 8:00 am – 12:00 pm

MESA Program Tutoring, 390 Building.

Hours : Monday through Thursday 8:00 am - 7:00 pm

Friday 8:00 am – 4:00 pm

Saturday 9:00 am – 1:00 pm

Students with Disabilities

Southwestern College recommends that students with disabilities discuss academic accommodations with their professors during the first two weeks of class. An alternate form of this syllabus and other class handouts is available upon request. Please contact Disability Support Services (421-6700 X 6512) for further information and assistance.

[pic] Verification of Course Syllabi

I, ________________________________, verify that I have received the course syllabus

Print Name

for

__________________________________________________.

Indicate Course Number and Name

I have read and understand the course requirements and policies contained in the five page syllabus. I agree to abide by the policies and course requirements documented in the syllabus.

__________________________________________ _______________________

student signature date

__________________________________________ _______________________

instructor signature date

Optional questionnaire:

Nickname, or name you prefer to be called ___________________________________

Last math class ____________ semester___________ grade________

Academic major ___________________

Career goals ______________________ Personal goals _____________________

Hobbies / Interests _____________________[pic]

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If you have less than three absences (including tardies) at the end of the semester, the lowest of these six scores will be replaced by your grade on the final exam (. . . if your final exam score is higher).

{I may be available at other times – just ask}

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