MAT3

MAT 2377 Probability and Statistics for Engineers – 2009

Outline

Lecture 1

2009-05-19 to 2009-07-14 CBY D207_ 17:00 - 19:00 MA (TUE)

 
2009-05-21 to 2009-07-16 CBY D207_ 17:00 -19:00 JE (THU)
Lecture 2

Assignment 1: 2-24; 2-62;2-66;2-78;2-92;2-122 from the textbook! Good luck!

Lecture 3

Lecture 4

Assignment 2: 3-72; 3-110; 3-16; 4-2; 4-8; 4-28 from the textbook! Good luck!

Solutions HW one

Previous semester exam, midterm, assignment and review are found here: http://www.mathstat.uottawa.ca/~rkuli438/mat2377/mat2377.html

Assignment 3: 4-54; 4-62; 4-72; 4-70; 4-86; 4-102 from the textbook! Good luck!

Solutions HW two

Lecture (May 26, 2009)

Hints for assignment:4-102 a) is indeed Gamma, for b) use a); for c) do not use Gamma; 4-86 b) find the new gamma; c) it is exponential; d) find the new gamma; 4-70 c) use the tables and use the approximation theorem; 4-72) Binomial.

Lecture May 28, 2009

Solutions 3

Lecture June 2, 2009

Assignment 4: 7-14; 8-10; 8-16; 8-36; 8-52; 8-46 from the textbook! Good luck!

Our Midterm

Lecture June 16, 2009

Solution Hw 4

Lecture June 23, 2009

What I found about the final exam? This:

MAT 2377 Thu (23) 16:00-19:00 STE B0138

But please check your info web account and make sure about it!

Lecture June 25, 2009

Assignment 5: 9-6, 9-36, 9-50 a), 9-78 a) and without the p-value; 5-34; 5-18a) – g) from the textbook! Good luck!

NOTE: the standard deviation is: √Var(X) = √(∑x²f(x) – μ²)

Lecture June 30, 2009

Solutions 5

Lecture July 2, 2009

Assignment 6

Solutions 6

Some facts from the second part of the semester