Serial Number
26324
Course Number
Agron2002
Course Identifier
601 20020
- Class 03
- 3 Credits
Compulsory / Elective
DEPARTMENT OF AGRONOMY / PROGRAM OF NEUROBIOLOGY AND COGNITIVE SCIENCE / Interdisciplinary Bachelor"s Program in College of Life Science / BIOLOGICAL STATISTICS
DEPARTMENT OF AGRONOMY
PROGRAM OF NEUROBIOLOGY AND COGNITIVE SCIENCE
Interdisciplinary Bachelor"s Program in College of Life Science
BIOLOGICAL STATISTICS
CompulsoryElective- STEVEN HUNG-HSI WU
- View Courses Offered by Instructor
College of Bioresources & Agriculture DEPARTMENT OF AGRONOMY
stevenwu@ntu.edu.tw
- Mon 7, 8, 9
新103
Type 3
40 Student Quota
NTU 38 + non-NTU 2
- 4 Specialization Programs
- English
- NTU COOL
- Core Capabilities and Curriculum Planning
- Notes
The course is conducted in English。
- Practice Group
Group Time Classroom Student Quota TA Quota Comment A Mon 6
博雅409電腦教室 24 1 NTU Enrollment Status
Enrolled0/38Other Depts0/10Remaining0Registered0- Course DescriptionThis introductory course provides a foundation in statistical concepts, methods, and their applications in biology and agriculture. It covers essential techniques for data exploration, analysis, and interpretation, enabling individuals to make data-driven decisions in these fields. The course focuses on developing the skills and knowledge needed to effectively use statistical tools and methods, including the statistical software R. Topics will include descriptive statistics, basic probability, discrete and continuous distribution, sampling distribution, point estimation, confidence intervals, hypothesis testing, one-way analysis of variance, correlation, linear regression analysis, and chi-square test. Lab Description: Lab sessions include hands-on experience with the statistical software R. Students will learn how to perform statistical analysis and interpret its outputs.
- Course ObjectiveOn successful completion of this course, students will be able to:
- Summarize and visualize data using descriptive statistics and graphs.
- Understand and apply probability theory and probability distributions.
- Understand sampling techniques and the Central Limit Theorem.
- Conduct hypothesis testing and construct confidence intervals for inferential statistics.
- Compare means using ANOVA and assess relationships with correlation and regression.
- Analyze categorical data using chi-square tests.
- Communicate statistical results effectively and apply them to real-world problems.
- Use statistical software (e.g., R) to perform data analysis and interpret results.
- Course Requirement
- This course will be conducted entirely in English, including all lectures, course materials, and assignments.
- Cheating and plagiarism in any form of assessment are considered serious academic misconduct and will be handled according to university policy.
- Absence from the mid-term or final exam without obtaining official leave through the university procedure will result in a grade of 0% with no opportunity for a re-sit.
- Assignments submitted after the deadline will receive a grade of 0%.
- Expected weekly study hours before and/or after class2-6 hours per week
- Office Hour
- Designated Reading
- References
- 📖 Introduction to statistics and data analysis: with exercises, solutions and applications in R (2022) by Christian Heumann, Michael Schomaker, Shalabh
- 📖 Biostatistics with R an introduction to statistics through biological data (2012) by Babak Shahbaba
- 📖 Introductory Statistics (2023) by OpenStax
- 📖 Introduction to statistics and data analysis: with exercises, solutions and applications in R (2022) by Christian Heumann, Michael Schomaker, Shalabh
- Grading
15% Labs
30% Assignments
20% Midterm exam
35% Final exam
- Adjustment methods for students
- Make-up Class Information
- Course Schedule
Feb/17Week 01 Feb/17 Introduction (no lab this week) Feb/24Week 02 Feb/24 Descriptive statistics Mar/03Week 03 Mar/03 Basic Probability Mar/10Week 04 Mar/10 Discrete random variables Mar/17Week 05 Mar/17 Continuous random variables and normal distribution Mar/24Week 06 Mar/24 Sampling distribution and point estimation Mar/31Week 07 Mar/31 Interval estimation and point estimation Apr/07Week 08 Apr/07 Hypothesis testing (I) Apr/14Week 09 Apr/14 Midterm exam Apr/21Week 10 Apr/21 Hypothesis testing (II) Apr/28Week 11 Apr/28 Hypothesis testing (III) and Analysis of Variance May/05Week 12 May/05 Analysis of Variance May/12Week 13 May/12 Correlation and linear regression May/19Week 14 May/19 NO CLASS May/26Week 15 May/26 Chi-square test for categorical data Jue/02Week 16 Jue/02 Final exam