Summer Semester 1
Second Semester 1
First Semester 1
Compulsory / Elective
Compulsory
Course Description
Data description, frequency and cumulative frequency tables, frequency histogram and polygon, measures of central tendency and measures of variability, percentiles, quartiles and identifying outliers and constructing a box-plot diagram.
Probability: sample space, events, mutually exclusive events, intersection, union and complement of events. Equally likely outcomes, probability axioms, probability rules, conditional probability and independent events. Total probability rule and Bayes’ theorem.
Discrete and continuous random variables, p.d.f, p.m.f, binomial and normal distributions.
Sampling distributions of the sample mean and sample proportion, central limit theorem.
Point and interval estimations for the mean and the proportion of one and two populations.
Hypotheses testing about the mean and the proportion for one and two populations. How to use statistical packages to make inferences about two population parameters.
One way analysis of variance (ANOVA).
Chi-square test for independence.
Course Objectives
Ability to describe the characteristics of the population and the sample
Ability to construct and apply the distribution functions.
Ability to make inferences (confidence intervals and hypothesis testing) for one and two population means and for one and two population proportions.
Ability to apply the Chi-square test for independence.
Ability to apply the ANOVA
Ability to apply simple linear regression.
Intended learning Outcomes and Competences
Ability to describe the characteristics of the population and the sample
Ability to construct and apply the distribution functions
Ability to make inferences (confidence intervals and hypothesis testing) for the mean and proportion
Ability to understand and apply the ANOVA and some other techniques
Textbook and References
Biostatistics. Daniel, W. W. 10th Edition.
Elementary Statistics, A Step by Step Approach, Bluman, 8th Edition.