A Probability Course for the Actuaries A Preparation for Exam P/1
Marcel B. Finan Arkansas Tech University c All Rights Reserved Preliminary Draft Last updated March 20, 2012
2
In memory of my parents August 1, 2008 January 7, 2009
Preface
The present man
A Basic Course in the Theory of Interest and Derivatives Markets: A Preparation for the Actuarial Exam FM/2
Marcel B. Finan Arkansas Tech University c All Rights Reserved Preliminary Draft Last updated December 30, 2012
2
In memory of my parents August 1,
FUNDAMENTAL
CONCEPTS OF
ACTUARIAL SCIENCE
CHARLES L. TROWBRIDGE,
F.S.A., M.A.A.A., E.A.
Revised Edition
ACTUARIAL EDUCATION
AND RESEARCH FUND
Copyright 0 1989, Actuarial Education and Research Fund.
All rights reserved by the Actuarial Education and Resea
EDUCATION AND EXAMINATION COMMITTEE OF THE SOCIETY OF ACTUARIES
RISK AND INSURANCE
by Judy Feldman Anderson, FSA and Robert L. Brown, FSA
Copyright 2005 by the Society of Actuaries
The Education and Examination Committee provides study notes to persons pr
SOCIETY OF ACTUARIES/CASUALTY ACTUARIAL SOCIETY
EXAM P PROBABILITY
P SAMPLE EXAM SOLUTIONS
Copyright 2009 by the Society of Actuaries and the Casualty Actuarial Society
Some of the questions in this study note are taken from past SOA/CAS examinations.
PRI
SOCIETY OF ACTUARIES/CASUALTY ACTUARIAL SOCIETY
EXAM P PROBABILITY
P SAMPLE EXAM QUESTIONS
Copyright 2009 by the Society of Actuaries and the Casualty Actuarial Society
Some of the questions in this study note are taken from past SOA/CAS examinations.
PRI
Exam 2 Formula Sheet
Distribution
P (X = k)
n
k
Binomial
Mean
Variance
Description
pk (1 p)nk
np
np(1 p)
k successes in n independent trials each with probability of success p.
N m
(m
k )( nk )
N
(n)
np
n
np(1 p) N
N 1
N total objects, m of which are
spec
Math 4120 Quiz 6
1. The probability of winning a lottery is 1/300. If you play 200 times, what
is the probability that you will win at least twice?
2. Suppose the average number of calls received by an operator in one minute
is 2. What is the probability
MTH 4120 (SMWA) Syllabus - Spring 2017
Probability
MW 5:40-7:20 VC 11-145
Instructor/Office: Prof. Jarrod Pickens/VC 6-292
Email/Phone: [email protected]/(646)312-4137
Office Hours: MW 4:35-5:35
Textbook: A First Course in Probability by S