Math 1070-1: Spring 2002
Elementary Statistics


Practice Midterm 1 (pdf) Practice Midterm 2 (pdf) Reading/Homework
Review Sheet for CIs (pdf) Correlation Review (Pdf) Practice Final (Pdf)
Answer key to the practice final

Instructor Davar Khoshnevisan (JWB 102)
Email davar@math.utah.edu
Office Hours Mondays 2-3 pm (drop-in; JWB 102) or by appointment
WWW http://www.math.utah.edu/~davar
 
Text Introduction to the Practice of Statistics, D. S. Moore and G. P. McCabe, Freeman Publishing, Fourth Edition.
I have a copy of this book on two-hour reserve at the Math Library.
Lectures MWF 10:45 a.m.-11:35 a.m. JFB 103
Prerequisite A math. ACT score of 23 or higher, or a grade of C or better in MATH 1010 (Intermediate algebra).
No. of Credits 3.

Description This is an introductory semester in statistics, and fulfills Quantitative Reasoning (Statistics/Logic).

The main objective of this course is to introduce some of the elementary methods of classical statistics. They include descriptive statistics, estimation methods for popoulation means and proportions, confidence intervals, two-sample problems, simple linear regression, and elements of analysis of variance.

  • Attendence is mandatory: The text is supplemental to the lectures and not vice versa.

Grading Policy The course grade is based on weekly assignments, two midterms (1 hr. each), and a comprehensive final examination (2 hr.s).
Each midterm covers the material introduced since the previous midterm. The maximum possible number of points for each category are

 Homework Midterm 1 Midterm 2 Final
Points possible 30 20 20 30

The student's course grade is then based on the following table:
Scored Points0-4950-60 61-7576-9091-100
Course GradeED CBA


Make-ups
  • There are no make-ups in this course. The students should make all of their semesters' plans in advance. This is non-negotiable.
  • The only exceptions to this rule are: (a) Medical emergencies, together with written evidence of such an emergency; or (b) conflicting, and official, university-related activities (such as athletic meets) with written documentation. If you can present written documentation for missing an exam, then I will arrange for an oral exam whose grade will replace the missed examination.

Assignments and Examinations
  • Homework and reading are assigned every Monday (Wednesday if Monday is a holiday) during the lecture. They are due exactly a week after they are assigned (the next lecture if the said date is a holiday).
  • Late homeworks are not accepted under any conditions. If you cannot turn in a homework due to medical and/or accident-related emergencies, and if you can produce proper documentation, then I will replaced the missed homework by the average score of your other homeworks (before I drop the lowest two homework scores). Else, you will not receive credit for the missed homework.
  • A good policy for studying for this course is be to attempt the homeworks on time. Then, use the subsequent office hours and discussion sections to understand any or all of your unresolved problems.
  • I will drop the lowest two homework scores.
  • The midterms and the final will be taken in the lecture hall.
  • Midterm 1 includes everything upto the material covered by the end of Feb. 14th.
  • Midterm 2 does not include the material of Midterm 1; but it does includes everything up to the material covered by March 14th.
  • The final is truly comprehensive.

Important Dates
Jan. 6 Classes begin
Jan. 20 Martin Luther King Holiday
Feb. 14 Midterm 1
Feb. 17 Presidents' Day
Mar. 14 Midterm 2
Mar. 17-21 Spring Break
Apr. 23 Classes end
May 1 Final exam 10:30 a.m.-12:30 p.m. JFB 103

Disclaimer
© 2003 by the Dept of Math. University of Utah