SyllabusEngineeringProbability and Statistics for Data Science
RGPV Bhopal · New Scheme based on AICTE Flexible Curricula

Probability and Statistics for Data Science

The complete RGPV syllabus for Probability and Statistics for Data Science (AD302), the third-semester course for B.Tech Artificial Intelligence & Data Science under the AICTE Flexible Curricula — descriptive and inferential statistics, probability theory, theoretical distributions, correlation and regression, and hypothesis testing.

AD302 · Artificial Intelligence & Data Science Semester: III Semester
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Probability & Statistics for Data Science

by Dr. D.C. Agarwal & Dr. Pradeep K. Joshi · ₹440 — covers this full RGPV syllabus.

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Course contents — unit by unit

Unit 1 · Data Science & Descriptive Statistics

Data science — introduction and life cycle. Statistics — descriptive vs inferential; measures of central tendency (arithmetic, geometric and harmonic mean, median, mode, partition values); measures of dispersion (range, quartile deviation, mean deviation, standard deviation, variance, coefficient of dispersion).

Unit 2 · Moments & Theory of Probability

Skewness, kurtosis, moments and their measures. Theory of probability — definitions, event, sample space, addition and multiplication laws, conditional probability, independent and dependent events, Bayes' theorem, mathematical expectation and moment-generating functions.

Unit 3 · Theoretical Distributions & Curve Fitting

Discrete distributions (binomial, Poisson); continuous distributions (rectangular, normal). Curve fitting by the method of least squares — fitting a straight line and a parabola.

Unit 4 · Correlation & Regression

Correlation and coefficient of correlation, rank correlation, lines of regression, multiple and partial correlation.

Unit 5 · Testing of Hypothesis

Null and alternative hypothesis, two types of errors, level of significance and power of the test. Tests of significance — Chi-square distribution, test of variance and goodness of fit; t, F and Z distributions and tests based on them.

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