#1
| |||
| |||
![]()
I am a student of WBUT B.Tech (CSE). I want full syllabus of this branch so want to know from where I can get the whole syllabus.
|
#6
| |||
| |||
![]()
The West Bengal University of Technology was established in 2000. The WBUT is approved by UGC. You are looking for the WBUT B.Tech CSE Syllabus here i am giving: B.Tech CSE Mathematics Data Structure & Algorithms Circuit Theory & Networks Computer Organisation Digital Electronics & Logic Design Principles of Programming Language Theory Data Structures Lab Digital Electronics and Logic Design Lab Programming Practice Lab Circuits & Networks Lab Mathematics Formal Language & Automata Theory Operation Research & Optimization Techniques Principles of Communication Engg Advanced Computer Architecture For the detailed syllabus here is attachment: Contact: BF 142 Sector I, Salt Lake, BF Block, Salt Lake City, Kolkata, West Bengal 700064 033 6414 7753 Images: ![]() ![]() Map:
__________________ Answered By StudyChaCha Member |
#9
| ||||
| ||||
![]()
here I am giving you syllabus for B tech computer science engineering course offer by West Bengal University of Technology in PDF file attached with it so you can get it easily.. B tech CSE: 3rd semester : Subject Mathematics Data Structure & Algorithms Circuit Theory & Networks Computer Organisation Digital Electronics & Logic Design Principles of Programming Language Data Structures Lab Digital Electronics and Logic Design Lab Programming Practice Lab Circuits & Networks Lab Computer Science & Engineering Syllabus Third Semester DETAILED SYLLABUS Mathematics Code: M 301 Contact: 3L + IT Credit: 4 Probability: Random Experiment; Sample space; Random Events; Probability of events. Axiomatic definition of probability; Frequency Definition of probability; Finite sample spaces and equiprobable measure as special cases; Probability of Non-disjoint events (Theorems). Counting techniques applied to probability problems; Conditional probability; General Multiplication Theorem; Independent events; Bayes’ theorem and related problems. 10L Random variables (discrete and continuous); Probability mass function; Probability density function and distribution function. Distributions: Binomial, Poisson, Uniform, Exponential, Normal, t and χ2. Expectation and Variance (t and χ2 excluded); Moment generating function; Reproductive Property of Binomal; Poisson and Normal Distribution (proof not required). Transformation of random variables (One variable); Chebychev inequality (statement) and problems. 10L Binomial approximation to Poisson distribution and Binomial approximation to Normal distribution (statement only); Central Limit Theorem (statement); Law of large numbers (Weak law); Simple applications. 6L Statistics: Population; Sample; Statistic; Estimation of parameters (consistent and unbiased); Sampling distribution of sample mean and sample variance (proof not required). Point estimate: Maximum likelihood estimate of statistical parameters (Binomial, Poisson and Normal distribution). Interval estimation. Testing of Hypothesis: Simple and Composite hypothesis; Critical Region; Level of Significance; Type I and Type II Errors; Best Critical Region; Neyman-Pearson Theorem (proof not required); Application to Normal Population; Likelihood Ratio Test (proof not required); Comparison of Binomial Populations; Normal Populations; Testing of Equality of Means; χ2—Test of Goodness of Fit (application only). ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() Contact details : West Bengal University Of Technology Sector 1, Salt Lake City, BF 142, BF Block, Kolkata, WB 700064 033 2321 0731
__________________ Answered By StudyChaCha Member |