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ÇAĞ UNIVERSITY FACULTY OF ARTS AND SCIENCES Code Course Name Credit ECTS MAT 216 Probability and Statistics 3 (3-0-0) 5 Prerequisites Consent of the instructor Language of Instruction English /Turkish Type and Level of Course Compulsory/2. Year/Spring Semester Lecturers Name(s) Course Coordinator Prof. Dr. Fikri Akdeniz Mode of Delivery Lecture Hours Face to face Office Hours Contacts [email protected] u.tr Other lecturers Course Objective It is aimed to give and comprehend the role and importance of probability in the construction and solutions of mathematical problems for real life problems and use of statistics and the relationship between statistics and probability Learning Outcomes of the Course Students who have completed the course successfully should be able to; Relationship Prog. Output Net Effect 1 Define sample space, event , permutation, combination and experiment in probability theory and calculate their probabilities 1,2,3,4 3,4,5,5 2 Comprehend random variables (Discrete and continuous) and probability function, probability continuous function, expected value, and variance. 1,3,4,5 4,4,5,4 3 Comprehend some special discrete and continuous distributions (Bernoulli, Geometric, Poisson, Binomial, Normal) 1,2,3 4,4,5 4 Comprehend in doing frequency distribution tables, preparing graphs for the frequency distributions in descriptive statistics Comprehend in measures of central tendency 1&3 5&4 5 Comprehend in measures of variability and applications of these measures 1&3 5&5 6 Demonstrate to be able to make comments about the results of descriptive statistics 1&3 4&5 Course Description: It is focused on the basic subjects of statistics and probability. Probabilistic calculations, random varibales are some of basic probability subjects. Frequency distribution tables, graphs, measures of average/location and measures of dispersion (variability) are given. The behaviour of data is analysed and given as summary in descriptive statistics. Course Contents:( Weekly Lecture Plan ) Week s Topics Preparation Teaching Methods 1 Set theory, sample space, event , counting rules Textbook Chapter 2 Lecture 2 Permutations and combinations Textbook Chapter 3 Lecture 3 Binomial theorem , ordered/nonordered partitions Textbook Chapter 3 Lecture 4 Introduction to probability, Probability axioms, probability rules, Textbook Chapter 4 Lecture 5 Conditional probability, total probablity formula, dependent and independent events, Textbook Chapter 4 Lecture 6 Bayes thorem Textbook Chapter 4 Lecture 7 Problem solving Textbook Chapter 3 and 4 Lecture 8 Midterm exam. 9 What is random variable, distributions of discrete and continuous random varibles,properties of expected value and variance Textbook Chapter 5 Lecture 10 Distributions of some special discrete random variables Textbook Chapter 6 lecture 11 Normal distribution Textbook Chapter 7 Lecture 12 Data analysis, Frequency tables, Frequency poligone and histogram Textbook Chapter 9 Lecture 13 Measure of central tendecy (Average, median, mode, geometric and harmonic mean) Textbook Chapter 9 Lecture Textbook Chapter 9 Lecture 14 Sample variance, measures of dispersion , coefficient of variation REFERENCES Textbook : Fikri Akdeniz Probability and Statistics, (2014) ISBN : 978-605-464952-5. ASSESSMENT METHODS Activities Number Effect Midterm Exam 1 40% Effect of The Final Exam Notes 60% ECTS TABLE Contents Number Hours Total Hours in Classroom 14 3 42 Hours out Classroom 14 5 70 Midterm Exam 1 15 15 Final Exam 1 25 25 Total 152 Total / 30 =152/30=5.07 ECTS Credit 5