Statistics I (MATH11712)

The details given may be subject to change, and should be used for informational purposes only. Course Unit details can change regularly, and those given will be applicable from the current point in time, unless otherwise stated.
Credit rating
10
Unit level
Level 1
Teaching period(s)
Semester 2
Academic career
Undergraduate
Offered by


Available as a free choice unit?
No

Course unit overview

The unit introduces students to basic ideas in exploratory data analysis, parametric statistical modelling, inferential statistics, and statistical computing in R, thereby preparing them for further study in Statistics in the second and third year. 

Teaching staff

Teaching staff Course Unit Role
Ian Hall Unit coordinator
Saralees Nadarajah Unit coordinator

Aims

The unit aims to introduce students to basic ideas in exploratory data analysis, parametric statistical modelling, inferential statistics, and statistical computing in R, thereby preparing them for further study in Statistics in the second and third year. 

Learning outcomes

On the successful completion of the course, students will be able to:  

  • define elementary statistical concepts and terminology such as sampling distribution, unbiasedness, confidence intervals and hypothesis tests 
  • analyse and compare statistical properties of simple estimators and tests 
  • conduct exploratory data analysis and statistical inferences, including confidence intervals and hypothesis tests, in simple one and two-sample situations 
  • interpret the results of exploratory data analyses and statistical inferences in simple situations 
  • use the statistical computing software R to carry out simple data analysis, including presentation of graphical and numerical summaries, and simulation 

Employability skills

Assessment methods

Written exam 80%
Report 10%
Other 10%

Feedback methods

There are supervisions in alternate weeks which provide an opportunity for students' work to be marked and discussed and to provide feedback on their understanding.  Coursework or in-class tests (where applicable) also provide an opportunity for students to receive feedback.  Students can also get feedback on their understanding directly from the lecturer, for example during the lecturer's office hour. 

Recommended reading

G M Clarke and D Cooke, A Basic Course in Statistics (Fourth Edition) Oxford University Press, 1998; 

Robert V Hogg, Introduction to Mathematical Statistics (Sixth Edition) Prentice Hall, 2005;  

Sheldon M Ross, Introduction to Probability and Statistics for Engineers and Scientists (Third edition) Elsevier Science, 2004;  

Michael J Crawley, Statistics: An Introduction Using R. John Wiley & Sons Ltd, 2000

Study hours

Scheduled activity hours
Lectures 12
Tutorials 12
Placement hours
0
Independent study hours 76

Pre/co-requisites

Unit Code Title Type Required?

Additional notes

Attachments

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