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STA 2023 Statistical Methods – Course Syllabus and Study Guide

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STA 2023 Statistical Methods – Course Syllabus and Study Guide

Course Overview

This course provides an introduction to the fundamental concepts and methods of statistics, focusing on both descriptive and inferential statistical techniques. Students will learn to analyze, interpret, and draw conclusions from data using appropriate statistical tools and technology. The course is designed for students across a variety of disciplines and emphasizes practical applications of statistical reasoning.

Course Learning Outcomes

  • Visualize and summarize data using descriptive statistics.

  • Apply basic probability concepts to draw reasonable conclusions.

  • Employ concepts of random variables, sampling distributions, and the central limit theorem to analyze and interpret data.

  • Choose and apply appropriate inferential statistical methods, including confidence intervals and hypothesis testing, to make decisions about populations based on sample data.

  • Model linear relationships between quantitative variables using correlation and linear regression.

  • Develop quantitative reasoning skills in mathematical calculations, data interpretation, and communication.

Course Topics

  • Chapter 1: Introduction to Statistics

    • Section 1.1: An Overview of Statistics

    • Section 1.2: Data Classification

    • Section 1.3: Data Collection and Experimental Design

  • Chapter 2: Descriptive Statistics

    • Section 2.1: Frequency Distributions and Their Graphs

    • Section 2.2: More Graphs and Displays

    • Section 2.3: Measures of Central Tendency

    • Section 2.4: Measures of Variation

    • Section 2.5: Measures of Position

  • Chapter 3: Probability

    • Section 3.1: Basic Concepts of Probability and Counting

    • Section 3.2: Conditional Probability and the Multiplication Rule

    • Section 3.3: The Addition Rule

    • Section 3.4: Additional Topics in Probability and Counting

  • Chapter 4: Discrete Probability Distributions

    • Section 4.1: Probability Distributions

    • Section 4.2: Binomial Distributions

  • Chapter 5: Normal Probability Distributions

    • Section 5.1: Introduction to Normal Distribution and Standard Normal Distribution

    • Section 5.2: Normal Distributions: Finding Probabilities

    • Section 5.3: Normal Distributions: Finding Values

    • Section 5.4: Sampling Distributions and the Central Limit Theorem

  • Chapter 6: Confidence Intervals

    • Section 6.1: Confidence Intervals for the Mean (sigma Known)

    • Section 6.2: Confidence Intervals for the Mean (sigma Unknown)

    • Section 6.3: Confidence Intervals for Population Proportions

  • Chapter 7: Hypothesis Testing with One Sample

    • Section 7.1: Introduction to Hypothesis Testing

    • Section 7.2: Hypothesis Testing for the Mean (sigma Known)

    • Section 7.3: Hypothesis Testing for the Mean (sigma Unknown)

    • Section 7.4: Hypothesis Testing for Proportions

  • Chapter 8: Hypothesis Testing with Two Samples

    • Section 8.1: Testing the Difference Between Means (Independent Samples, sigma Known)

    • Section 8.2: Testing the Difference Between Means (Independent Samples, sigma Unknown)

    • Section 8.3: Testing the Difference Between Means (Dependent Samples)

    • Section 8.4: Testing the Difference Between Proportions

  • Chapter 9: Correlation and Regression

    • Section 9.1: Correlation

    • Section 9.2: Linear Regression

Grading Scale

Total Average Score

Grade

90% - 100%

A

88% - 89%

B+

80% - 87%

B

78% - 79%

C+

70% - 77%

C

68% - 69%

D+

60% - 67%

D

0% - 59%

F

Note: Final grades are rounded to the nearest whole number (0.5 and above rounds up).

Grade Categories and Weights

Category

Weight

MyMathLab Homework (2 lowest dropped)

15%

Lesson Assignments (Canvas Video/Quiz, Group Work/Quizzes, Explorative Activities, Individual Quizzes)

20%

Participation

5%

Chapter Exams (1 lowest dropped)

40%

Final Exam (cannot be dropped)

20%

Course Schedule (Selected Weeks)

Week

Topics/Assignments

1

Chapter 1.1-1.3

2

Chapter 2.1-2.3

3

Chapter 2.4-2.5

4

Exam 1 (Ch. 1-2), Chapter 3.1-3.2

5

Chapter 3.3-3.4

6

Chapter 4.1-4.2

7

Exam 2 (Ch. 3-4), Chapter 5.1-5.2

8

Chapter 5.3-5.4

9

Chapter 6.1-6.3

10

Chapter 7.1-7.2, Exam 3 (Ch. 5-6)

11

Chapter 7.3-7.4

12

Chapter 8.1-8.2

13

Chapter 8.3-8.4

14

Exam 4 (Ch. 7-8), Chapter 9.1

15

Chapter 9.2, Final Exam Review

16

Final Exam (Ch. 1-9)

Required Materials

  • Textbook: MyLab Statistics with Pearson eText (Larson, 9th Edition)

  • Calculator: TI-83 Plus or TI-84 graphing calculator

Attendance and Participation Policy

  • Attendance is recorded every class session.

  • Active participation in discussions and activities is required.

  • Arriving more than 20 minutes late or leaving early results in a zero for participation that day.

Assignment and Exam Policies

  • Strict deadlines for all assignments; 10% penalty per day late, not accepted after 3 days.

  • Make-up work allowed only with valid documentation for excused or authorized absences.

  • Use of unauthorized electronic devices or AI tools is strictly prohibited during exams and assignments.

Academic Integrity

  • This course is AI-free: No generative AI tools are permitted on any assignment.

  • All work must be completed independently.

  • Violations may result in a zero for the assignment/exam and referral for academic misconduct.

General Education Statement

This course fulfills general education requirements and aims to develop critical thinking, quantitative reasoning, and effective communication skills. It encourages inquiry, creativity, and the integration of knowledge across disciplines.

Contact and Support

  • Instructor: Tanya Huffman

  • Email: thuffman@fgcu.edu

  • Office: Whitaker 204

  • Office Hours: 9:00am-10:00am, 2:00pm-2:45pm (subject to change)

Important Dates

  • Last Day to Drop/Withdraw (100% Refund): August 21

  • Last Day to Drop/Withdraw (25% Refund): September 11

  • Last Day to Drop/Withdraw (0% Refund): October 23

  • Final Exam: December 1, 10:00am-12:15pm

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