Probability2.2014class

Probability2.2014class The class of 2014, Statistics 211 (probability 2) University of Ibadan

14/07/2014

Anyone around for the discussion on Bayes and total probability theorems?

10/07/2014

Urgent Assignment
To be submitted on our facebook group page as a Personal Message with your Name, Matric No and Department written first.

Anyone who post his answers as a comment will be penalized but you are required to acknowledge the information using your matric no as a comment to this post.
Deadline is 7 am tomorrow morning (Friday 11, 2014). Thanks

Question
What is Bayes' Theorem? Give an example to justify its importance in Probability Studies. Is there difference between conditional probability and Bayes Theorem? if yes what are the differences.

09/07/2014

Pls let everyone get set. Probability Class will start by 11 am
if you dont have access to facebook pls share with someone to participate in this.
We shall be discussing Independent events and Bayes theorem

08/07/2014

Class Exercise for Tomorrow Class. Venue:SLT, Time: 10 - 11am. I will be in class be 11am to mark and conclude lectures on Independent Events and Bayes' Theorem.
All questions to be answered inside your assignment note and submitted to your reps by 11am. I will not collect any notes after 11 am pls note! Finally! Condole with Brazil over their 7 - 1 loss to Germany.

Statistics: A box of fuses contains 20 fuses, of which 5 are defective. if 3 of the fuses are selected at random and removed from the box in succession without replacement. What is the probability that all 3 fuses are defective?

Computer: A die is loaded in such a way that each odd number is twice as likely to occur as each even number. What is the probability that the number of points rolled is a perfect square? also, what is the probability that it is a perfect square given that it is greater than 3?

Physics: A manufacturer of airplane parts knows from past experience that the probability is 0.80 that an order will be ready for shipment on time, and it is 0.72 that an order will be ready for shipment on time and will also be delivered on time. What is the probability that such an order will be delivered on time given that it was ready for shipment on time?

02/07/2014

What is the importance of Sample Space in Probability?

30/06/2014

Welcome to statistics class

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ROOM 005, Dept. Of Statistics, UI
Ibadan
23402

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