Course title |
Statistics |
Semester |
111-2 |
Designated for |
DEPARTMENT OF AGRONOMY |
Instructor |
STEVEN HUNG-HSI WU |
Curriculum Number |
Agron2002 |
Curriculum Identity Number |
601E20020 |
Class |
03 |
Credits |
3.0 |
Full/Half Yr. |
Half |
Required/ Elective |
Required |
Time |
Monday 7,8,9(14:20~17:20) |
Remarks |
The upper limit of the number of students: 40. The upper limit of the number of non-majors: 10. |
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Course introduction video |
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Table of Core Capabilities and Curriculum Planning |
Table of Core Capabilities and Curriculum Planning |
Course Syllabus
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Please respect the intellectual property rights of others and do not copy any of the course information without permission
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Course Description |
This course introduces the fundamental statistical concepts, methods and their applications to biology and agriculture.
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 will be held on Monday period 6 (13:20 ~ 14:10). Lab will provide hands-on experience with the statistical software R. Students will learn how to perform statistical analysis and interpret its outputs.
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Course Objective |
On successful completion of this course, students will be able to:
- Use descriptive statistics and graphs to summarise and present data.
- Understand the basic concepts of probability.
- Apply discrete and continuous probability distributions to a wide range of scenarios.
- Perform hypothesis testing and calculate the confidence interval.
- Perfrom the correct statistical analysis and interpret the results..
- Use statistical software R to perform analysis and interpret results.
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Course Requirement |
- This course is taught in English. All materials are available in English only.
- Cheating and plagiarism in assignments, exams or any other assessments are serious academic misconduct. All instances will be handled according to the university policy.
- Absent from the mid-term and final exam without applying for leave through the university procedure will receive 0% and will not be able to re-sit the test.
- Late assignments will receive 0%.
- Each time you miss a roll call, 1% of the total mark will be deducted.
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Student Workload (expected study time outside of class per week) |
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Office Hours |
Appointment required. |
Designated reading |
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References |
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Grading |
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Week |
Date |
Topic |
Week 1 |
Feb/20 |
Introduction |
Week 2 |
Feb/27 |
Holiday |
Week 3 |
Mar/06 |
Descriptive statistics |
Week 4 |
Mar/13 |
Basic probability |
Week 5 |
Mar/20 |
Discrete random variables |
Week 6 |
Mar/27 |
Continuous random variables and sampling distribution |
Week 7 |
Apr/03 |
Holiday |
Week 8 |
Apr/10 |
Interval estimation and point estimation |
Week 9 |
Apr/17 |
Midterm exam |
Week 10 |
Apr/24 |
Hypothesis testing (I) |
Week 11 |
May/01 |
Hypothesis testing (II) |
Week 12 |
May/08 |
Hypothesis testing (III) |
Week 13 |
May/15 |
Analysis of Variance |
Week 14 |
May/22 |
Correlation and simple linear regression |
Week 15 |
May/29 |
Chi-square test for categorical data |
Week 16 |
Jun/05 |
Final exam |