Course Outcomes (COs):
Course Outcomes |
Learning and teaching strategies |
Assessment Strategies |
On completion of this course, the students will be able to: CO 26 : Examine the methods of collecting data, classify and present in the form of tables, Select and apply appropriate measures of central tendency CO 27: Investigate the data sets to find variation amongst them CO 28 : Analyze the bivariate data sets to identify the level of association and cause and effect relationship in them CO 29: Construct the index numbers CO 30 :. Evaluate a sequence of data points collected over an interval of time
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Interactive Lectures, Discussion, Tutorials, Reading assignments, White board teaching
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Class test, Semester end examinations, Quiz, Solving problems in tutorials, Assignments. |
Introduction
Definition of Statistics, Importance, Limitations and Scope of Statistics,
Types and Source of Data,
Methods of Data Collection
Classification and Tabulation of Data
Measures of Central Tendency
Mathematical averages including arithmetic mean, geometric mean and harmonic mean.
Positional Averages Mode and Median (and other partition values including quartiles, deciles, and percentiles)
Absolute and relative measures of dispersion
Range, quartile deviation, mean deviation, standard deviation, and their coefficients, Properties of standard deviation/variance
Skewness
Meaning, Measurement using Karl Pearson and Bowley’s measures
Correlation Analysis
Meaning of Correlation: simple, multiple and partial; linear and non-linear, Correlation and Causation,
Scatter diagram, Pearson’s co-efficient of correlation; calculation and properties
Correlation and Probable error;
Rank Correlation
Regression Analysis:
Principle of least squares and regression lines,
Regression equations and estimation;
Properties of regression coefficients;
Relationship between Correlation and Regression coefficients;
Standard error of the estimate
Meaning and uses of index numbers;
Construction of index numbers: fixed and chain base: univariate and composite. Aggregative and average of relatives – simple and weighted
Tests of adequacy of index numbers,
Base shifting, splicing and deflating.
Problems in the construction of index numbers;
Components of time series;
Additive and multiplicative models;
Trend analysis: Fitting of trend line using principle of least squares
Moving averages;
Seasonal variations: Calculation of Seasonal Indices using Simple averages, Ratio-to-trend, and Ratio-to-moving averages methods.
Uses of Seasonal Indices
Gupta, Goyal, Sharma ,Biyani, Jain,& Gupta Business Statistics Ajmera Book Co.
Das N G, Das J K, Business Mathematics and Statistics Tata McGraw Hill
Sancheti & Kapoor Statistics Theory and Practice Sultan Chand and Sons New Delhi
SUGGESTED REFERENCE BOOKS:
Gupta, S.P, & Gupta, A. ,Statistical Methods Sultan Chand& Sons, New Delhi
Yadav, Jain, &Mittal ,Business Statistics Malik and Company Jaipur
Gupta , S. C Fundamentals of Statistics Himalya Publishing House
Norean R.S., Richard D. De Veaux, Paul & F. Velleman ,Business Statistics Pearson Education
Levin, Richard, David S. Rubin, Rastogi, and Siddqui Statistics for Management ., Pearson Education
Goon, Gupta & Dasgupta Fundamentals of Statistics The world press private ltd
e RESOURCES:
http://www.ddegjust.ac.in/studymaterial/mcom/mc 106.pdf
http://gurukpo.com/Content/BBA/BBA_lll_sem_Statistical_Methods.pdf
http://103.5.132.213:8080/jspui/bitstream/123456789/1103/1/Business%20St...(%20PDFDrive.com%20)%20(2).pdf
https://faculty.ksu.edu.sa/sites/default/files/business statistics for contemporary decision making by ken black_0.pdf
REFERENCE JOURNALS:
IUP Journal of Accounting Research
The Indian Journal of Commerce
Metamorphosis A Journal of Management Research
Nirma University Journal of Business & Management Studies
Note The candidate shall be permitted to use battery operated pocket calculator that should not have more than 12 digits, 6 functions and 2 memories and should be noiseless and cordless.