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Hours/Week: 3 Total Hours: 48 Course Number: STA 240 Program: Bachelor of Science Course Goals Course Description: At the end of the course the students are expected to learn: a) 10% 35% Prior Learning Assessment Methods Professor Md. Amanullah Instructor Name and Department (Signature): Developed by Date: 07/05/2011 Evaluation 2. Mid-term Exam 6. Final Term Exam (Covering the entire course) 1. First Term Exam 4. Assingments 3. Quizzes Total
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IUBAT–INTERNATIONAL UNIVERSITY OF BUSINESS AGRICULTURE AND TECHNOLOGY
Course Outline Part A
College : College of Arts and Sciences Course Number: STA 240
Program: Bachelor of Science
Major: STATISTICS Course Name : Statistics
Hours/Week: 3 Total Hours: 48
Lecture : 3 Total Week: 16 Credits: 3
Course Goals
At the end of the course the students are expected to learn: a) The basic concept of statistics and statistical methods. The methods of
collection and presentation of data, the basic concepts of frequency distribution, central tendency, dispersion, estimations, appropriate tests etc.
b) On the basis of that simple statistics how to draw inference and make conclusions.
c) Moreover, they will be able to handle any survey or enquiry or investigation or research in their respective field and from the collected data they will be able to generate informations and presenting the informations in scientific way to produce or write a sensible report.
Course Description:
The course is designed to introduce to the students the basic concept and tools of statistics and enable them to relate these to real life problems. Topics include probability concepts and laws, sample spaces, random variables (discrete and continuous); binomial, poisson, uniform, normal, exponential; two-dimensional variates, expected values. Collection, processing, organization and presentation of data, frequency distribution, measure of central tendency and dispersion, confidence limits, estimation and hypothesis testing, regression, correlation, chi square and non-parametic statistics; time series. Type and source of published statistics in Bangladesh.
Evaluation 1. First Term Exam 20% 2. Mid-term Exam 20% 3. Quizzes 10% 4. Assingments 10% 5. Attendance 5% 6. Final Term Exam (Covering the entire course) 35% Total 100%
Course Outcomes and Sub-Outcomes Understand why we study statistics, organize data represent and those in a simple way, understand probability and its use in decision making, understand why a sample is often the only feasible way to learn something about a population, learn tests of hypothesis to face real life situation and familiarize one self with forecasting method.
Prior Learning Assessment Methods
Assessment methods include first-term, mid-term and final examination. There will also be announced and unannounced quizzes. Moreover, the course instructor will give assignments when he finds it appropriate.
Developed by Professor Md. Amanullah Date: 07/05/2011
Instructor Name and Department (Signature): Md. Mortuza Ahmmed Faculty, Department of Statistics College of Arts and Science
IUBAT–INTERNATIONAL UNIVERSITY OF BUSINESS AGRICULTURE AND TECHNOLOGY
Course Outline Part B College of : College of Arts and Sciences
Program: Bachelor of Science Major: STATISTICS
Instructor : Md. Mortuza Ahmmed
Room No:322
Phone:01819178019 E-mail: [email protected]
Office Hrs: 8:30 AM - 5:00 PM. at IUBAT Campus (in Schedule date)
Councelling Hours: Sunday-Wednesday 10:30AM-12:30PM
Text(s) and Equipment
Prem S. Mann, Introductory Statistics Douglas, William and Samuel, Statistical Techniques in Business & Economics McGraw-Hill,
2005 Paul Newbold, W. L. Carlson Thorne (5th Edition), Statistics for Business and Economics Anderson and Sweeney, Statistics for Business and Economics (6th Edition) M.G Mostofa, Introduction to Mathematical Statistics, S. P. Gupta and M.P. Gupta Business Statistics (Latest Edition).
Course Notes (Policies and Procedures)
All the definition and theories will be clearly explained in the class lectures and relating problems will be solved. Students must collect these through class notes by regular attendance. Queries will be solved in the class and the task on relative chapters will be delivered during class lectures. All home works will be checked and discussed with the students. Some class tests will be setup to prepare the students for the examination.
Assignment Details
Assigment(s) will be provided in the class.
IUBAT–INTERNATIONAL UNIVERSITY OF BUSINESS AGRICULTURE AND TECHNOLOGY
College of Arts amd Sciences (CAAS)
Summer Semester -2011 Program: Bachelor of Science Major: STATISTICS
Day Outcome/MaterialCovered Reference Reading
Assignment DueDate
Day 1
Introduction to statistics: scope of statistics
Douglas/ M.G Mostofa/ Gupta
Day 2
Statistics and Related Terms: Definitions and Examples
Douglas/ M.G Mostofa/ Gupta
Day 3
Data Collection and Data Representation:Tabular Representation
Douglas/ M.G Mostofa/ Gupta
Day 4
Cont. Douglas/ M.G
Mostofa/ Gupta
Day 5
Data Representation: Graphical representation of Data
Douglas/ M.G Mostofa/ Gupta
Day 6
Cont. Douglas/ M.G
Mostofa/ Gupta
Day 7
Descriptive Statistics: Descriptive summary measure, Measures of Central
tendency.
Douglas/ M.G Mostofa/ Gupta
Day 8
Mean, Median, Mode, GM, HM Douglas/ M.G
Mostofa/ Gupta
Day 9
Practical uses of Mean, Median, Mode, GM, HM.
Douglas/ M.G Mostofa/ Gupta
Day 10
Absolute and relative Measures of Dispersion.
Douglas/ M.G Mostofa/ Gupta
Day 11
Uses of absolute and relative Measures of Dispersion.
Douglas/ M.G Mostofa/ Gupta
Day 12
Skewness and Kurtosis, Moments and Descriptive Statistics.
Douglas/ M.G Mostofa/ Gupta
Day 13 Review
Day 14
Simple Correlation: Types of relationships, Scatter diagram,
Coefficient of correlation, Co-efficient of determination.
Douglas/ M.G Mostofa/ Gupta
Day 15
Properties of correlation. Uses and misuses or abuses of correlation.
Douglas/ M.G Mostofa/ Gupta
Day 16
Interpretation of findings associated with correlation.
Douglas/ M.G Mostofa/ Gupta
First term examination begins from Jun-3 and must end by Jun 10, 2011
Day 17 Simple Regression analysis. Estmation Douglas/ M.G
of Coefficient of regression, Drawing the regression line and Co-efficient of
determination.
Mostofa/ Gupta
Day 18
Properties of regression. Uses and misuses or abuses of regression.
Douglas/ M.G
Mostofa/ Gupta
Day 19
Interpretation of findings associated with regression.
Douglas/ M.G
Mostofa/ Gupta
Day 20
Introduction to Probability, classical, empirical, and subjective approaches to
Probability. Douglas/ M.G
Mostofa/ Gupta
Day 21
Conditional probability and joint probability. Some rules for calculating
probabilities.
Douglas/ M.G Mostofa/ Gupta
Day 22
Application of a tree diagram to organize and compute probabilities.
Douglas/ M.G Mostofa/ Gupta
Day 23
Discrite Probability Distributions and its some of the properties.
Douglas/ M.G Mostofa/ Gupta
Day 24
Practical examples of Discrite Probability Distribution.
Douglas/ M.G Mostofa/ Gupta
Day 25
Continuous Probability Distributions and its some of the properties.
Douglas/ M.G
Mostofa/ Gupta
Day 26
Practical examples of Continuous Probability Distribution.
Douglas/ M.G
Mostofa/ Gupta
Day 27
Review
Day 28
Sampling Methods and Central limit Theorem
Douglas/ M.G
Mostofa/ Gupta
Day 29
Defination of Hypothesis, Null Hypothesis, Alternative Hypothesis, Procedure for Tesing Hypothesis.
Douglas/ M.G
Mostofa/ Gupta
Day 30
One-tail Test, Two-tail Test, Type one Error, Type Two Error and Power of
the Test.
Douglas/ M.G
Mostofa/ Gupta
Day 31
Hypothesis testing, Z-test and t-test. Douglas/ M.G
Mostofa/ Gupta
Day 32 Hypothesis testing, F- test and χ2-test.
Douglas/ M.G Mostofa/ Gupta
Mid Term Examination begins from July 03 and must end by July 11, 2011.
Day 33
Simple Index Numbers, Construction of Index
Numbers Douglas/ M.G
Mostofa/ Gupta
Day 34
Unweighted Indexes: Simple Average of the Price Index, Simple Aggregate Index
Douglas/ M.G Mostofa/ Gupta
Day 35
Weighted Indexes: Laspeyres Price Index, Paasche Price Index and Fishers’s Price
Index.
Douglas/ M.G Mostofa/ Gupta
Day 36
Value Index and Consumer Price Index. Douglas/ M.G
Mostofa/ Gupta
Day 37
Introduction to Time series and Forecasting
Douglas Laurence
Day 38
Components of a Time Series: Secular Trend, Cyclical Variation, Seasonal
Variation, Irregular Variation. Douglas Laurence
Day 39
A Moving Average, Weighted Moving Average.
Douglas Laurence
Day 40
Linear Trend and Forecasting. Douglas Laurence
Day 41
Practical examples of Time series and Forecasting.
Douglas Laurence
Day 42
Review
Final Examination as per scheduled declared by Registry.