t.414 Ce_
(I iI 5Xsci-c0
,
,2 A 1 3/4-2nnt
4ti . oro - couvd tk
twv vt . n (-.4 '8ouf Arc 0k. -b-In4 2m.S ask- -1 -\AD._ lltu.sluk ). 5.,fak-tivj'
ul Cm\iaN v., Av\ AY-Ca23 NA Ni - rtr Air
N\
k-v-e- wo tkA.Lke 4 t\vo,t3 ts\-25-y-rt o Sko
Stat 366 Lab 1 Solutions (September 14, 2006)
page 1
TA: Yury Petrachenko, CAB 484, yuryp@ualberta.ca, http:/www.ualberta.ca/yuryp/
Review Questions, Chapters 2, 3, 4, 7, 8
2.105 A study of the residents of region showed that 20% were smokers. The probabi
Math 341, Final Exam, Spring 2009, Name_
Student # _
Wednesday, May 12. Please
show the complete solution (with all steps) to each problem to receive
full credit. 1. The braking distance of two types (1 and 2) of automobiles was compared. Random samples o
Probability Exam
The Probability Exam is called Exam P by the SOA and Exam 1 by the CAS. This three-hour exam
consists of 30 multiple-choice questions. The examination is jointly sponsored and administered
by the SOA, CAS, and the Canadian Institute of Ac
E XAM #1
MATH 307
D R . W ILFREDO U RBINA
SPRING 2011
S TOCHASTIC P ROCESS
DUE DATE: 03/16/2011
NAME
REMINDER: Only complete and properly justied answers will receive full credit thus you have to show all your work.
Unless otherwise specied , numerical so
Math 446 Spring 2011
Stochastic Processes
HW # 7
Due 04/20/2011
Problem 1. Let cfw_Nt : t 0 be a Poisson process with rate = 16. Compute
i) P [N6 = 10]
ii) P [N6 = 10, N25 = 15, N52 = 33]
iii) P [N20 = 13|N6 = 10]
iv) P [N6 = 10|N20 = 13]
Problem 2. Let c