Be sure this exam has 8 pages including the cover
The University of British Columbia
Sessional Exams 2010 Winter Term 1
Mathematics 418 Probability
Name:
Student Number:
This exam consists of 7 questions worth 10 marks each. No aids other than nonprogramm
Be sure this exam has 3 pages including the cover
The University of British Columbia
Sessional Exams 2011 Term 1
Mathematics 418 Probability
Dr. G. Slade
This exam consists of 7 questions worth 10 marks each.
No calculators or other aids are permitted.
Sh
Be sure this exam has 3 pages including the cover
The University of British Columbia
Sessional Exams 2006 Term 1
Mathematics 418 Probability
Dr. G. Slade
This exam consists of 7 questions worth 10 marks each.
No calculators or other aids are permitted.
Sh
MATH 418 December 2008.
Page 2 out of 8
1. [15/100] A rare inherited genetic disease behaves as follows. For people with the gene,
no symptoms arise at all with probability 1 p, and symptoms appear with probability p
at age 50. Charles is 49. His father A
MATH 418/544, Final exam
Due 2013-12-17, 10:00
Problem 1. a. Suppose X is uniform in [0, 1]. Find functions f1 , f2 : R R
so that fi (X) are both uniform in [0, 1] and independent.
b. Repeat with an infinite sequence of functions fi so that fi (X) are all