Statistics, Branches of Statistics, Importance of statistics, population, sample, observation, variables, measurement of variable, Data, primary data,secondary data
Frequency distribution (grouped, ungrouped), stem and leaf display,histogram, frequency polygon, cumulative frequency polygon, Simple & Multiple Bar diagrams
Arithmetic Mean (A.M), Geometric Mean (G.M), Harmonic Mean (H.M), Quantiles (Median, Quartiles, Deciles, Percentiles), Mode, Applications of Averages
Background, Range, Quartile deviation, Mean deviation, Variance, Standard deviation, Coefficient of variation, Moments, Moments ratios, Skewness, Kurtosis
Applications in different Engineering Disciplines
Introduction to regression theory, Simple linear regression line, Line fitting by least square methods, Coefficient of determination,
ļ· Simple correlation, coefficient of correlation, fitting of a first and second degree curve, fitting of exponential and logarithmic Curves, related problems.
Principle of least squares.
Probability review, Laws of probability, Conditional probability, Bayesian theorem, independent, dependent events.
Random variables, Discrete and Continuous random variables, Probability mass and density functions, Distribution functions, Mathematical expectation,
Variance of random variable, Bivariate distribution, Joint probability distribution, Moment generating function
Discrete distributions:
Bernoulli distribution, Binomial, Geometric, Negative binomial, Hypergeometric, Poisson distribution, Properties and application of these distributions.
Continuous Distributions: Uniform Distribution, Exponential distribution, Normal distribution, Applications
Introduction, Population, Parameter & Statistic, Objects of sampling, Sampling distribution of Mean, Standard errors, Sampling & Non-Sampling Errors
Random Sampling, Sampling with & without replacement, Sequential Sampling, Central limit theorem.
Applications in relevant engineering discipline
Introduction to inferential statistics, Estimation, hypothesis testing of population mean, proportion,
Variance, Applications in Engineering
Understand concepts of Statistical methods for data analysis, frequency distribution, measure of central tendency and variability, measure of dispersion, moments and skew-ness
Apply probability theory including sample space, joint probability, conditional probability, total probability and independence on practical problems
Applications of statistical inferences in different statistical problems to evaluate the concepts of drawing conclusions about population on the basis of sample selected.
Lectures (audio/video aids), Written Assignments/ Quizzes, Tutorials, Case Studies relevant to engineering disciplines, Semester Project, Guest Speaker, Industrial/ Field Visits, Group discussion, Report Writing
Mid Term, Report writing/ Presentation, Assignments, Project Report, Quizzes, Final Term
Introduction to Statistical theory part 1, by Sher Muhammad Chuadary (Latest Edition)
Probability and Statistics for Engineers and Scientists, by Antony Hayter.
Elementary Statistics, by Bluman
There are 133 total credit hours to complete the Software Engineering degree.