B.Tech II Year I Semester (R18)
At the end of the course a student acquires the ability to
Basic Statistics and Probability: Measures of Central tendency, Dispersion, Moments, Skewness and Kurtosis. Sample space and Events - Probability -The Axioms of probability - some elementary Theorems Conditional probability -Bayes’ Theorem
Random variables: Discrete and continuous probability distributions. Mathematical Expectation Joint probability mass/ density function, Marginal probability mass / density function
Probability Distributions and Sampling distribution: Binomial, Poisson and normal, exponential Distributions, related properties. Types of sampling, Sampling Distributions – Sampling Distribution of means ( σ known and unknown). Testing of Hypothesis I: Point Estimation - Interval Estimation –Testing of hypothesis- Null hypothesis -Alternative hypothesis- Type I and Type II errors – Critical region. Confidence interval for population mean and proportion, Test of hypotheses for one and two means - Test of hypotheses for one and two Proportions.
Testing of Hypothesis II: Student’s t-test for one and two sample means, paired t-test, confidence interval for population mean, F-test for significance of variances - Chi-Square test for one sample variance, Goodness of Fit, independence of attributes.
Correlation & Regression: Scatter Plot-Coefficient of correlation- Rank Correlation-Regression - The lines of regression- Multiple regression and logistic regression
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