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Result of Mid Semester Exam August 2019 for the Subject Probability & Statistics _EC Branch (Updated)

Follow the link for the Result of Mid Semester Exam August 2019 for the Subject Probability & Statistics _EC Branch .  Link:  https://drive.google.com/file/d/1F6OhZtkVkFLKDB6bs0gc7TRFVLJGKSCZ/view?usp=sharing

Assignment-2 Indeterminate form contd... for First sem EC Students only

 All the first year EC Students  are  hereby informed to submit the Assignment-2 on or before 10/9/2019. https://drive.google.com/file/d/1z8F9vh7uTF6i-ZkjC0-rBKL8bJz5sD3F/view?usp=sharing

Important Notice For First year Students 2019

All the first year students entered 2019 of GEC,Bharuch  are hereby informed to fill the below link google form on or before 10th Sept,2019. Thereafter you are solely responsible for your admission cancellation. Link :       https://forms.gle/r5D9thThe8CrRdcw7

Tutorial No 5 Binomial & Poisson Distribution for 3rd Sem EC Only

This Tutorial No 5 : Binomial & Poisson Distribution  is to be done in Tutorial class only on 28th Aug,2019. https://drive.google.com/open?id=12_p9sSPWEsq6-blou9pNbcPA8VDLhWFX  

Notice regarding 1st test and Syllabus for first test of Probability and Statistics

Notice regarding 1st test  : https://drive.google.com/open?id=14atDYQdMb5sSazwjvO3nljQ5LV6vXWLy Syllabus for first test of Probability and Statistics (3130006): https://drive.google.com/open?id=1atZ0LbKGi73N35ziiiCPtvNYmjrB6AEh

Tutorial No-4 Joint Probability And Statistics

Tutorial No-4 Joint  Probability And Statistics Submission Date: At the end of Semester. https://drive.google.com/file/d/1ogOC4u_6x817VSX9d6WsYpR-YWJ96wvD/view?usp=sharing

Tutorial No-3 Random Variable & Probability Distribution

Tutorial No-3    Random Variable & Probability Distribution Submission Date: 19/07/2019   https://drive.google.com/file/d/1yTZ1lLDbQ--5sdMgQJ3hPcceIUlxwwIW/view?usp=sharing

In Continuation of Tutorial No:-2

Definition: Prior probability : A prior probability is an initial probability value originally                                      obtained before any additional information is obtained. Posterior probability : A posterior probability is a probability value that has                                              been revised by using additional information that is later                                        obtained.

Tutorial No 2 Bayes' Theorem for EC 3rd Sem.

Tutorial No 2 Bayes' Theorem for EC 3rd Sem. Submission Date: 12/07/2019 https://drive.google.com/open?id=1NHET8eBYsyH-DPmMaxthciJSD9RAEa1C