RMI 3750
Fall, 2013
Problem Set #3
Due Wednesday, 11/06/2013. If you use Microsoft Excel to answer a problem, show
enough work (e.g., describe the math of what you are doing) to allow me to award partial
credit in case you get it wrong. USE THE SPACE PROV
RMI 3750
Fall 2013
Problem Set #1
Due on 9/18/2013.
Please show enough work for me to verify that you worked through the problem. For
example, if the solution using permutations / combinations techniques is 3!/5!, dont just
write down as a result 0.05. In
RMI 3750
Answer Key Problem Set 1
Please show enough work for me to verify that you worked through the problem (e.g., if I
ask for a probability, dont just write down a number. For example, if the solution of
counting for probability exercise, using permu
RMI 3750 :Problem Set 2, due 10/2
1. Two jars contain coins. Jar I contains 7 pennies, 6 nickels and 8 dimes.
Jar II contains 5 pennies, 3 nickels and 1 dime. A jar is selected at random
and a coin is selected from that jar. If the coin is a nickel, what
Solution to HW 2
Question 1
Draw the tree if it helps. (similar tree as Q31 in solution -HW 1)
/. .
a) The sample space is Q = cfw_(1,2), (1,3), (1,5), (1,6), (2,2), (2,3), (2,5), (2,6), (3,2), (3,3), (3,5), (3,6)
b)
1) cfw_(13),(1,6),(3,2a)(3,6)a (2,3)
RMI 3750 - Fall 2016
Georgia State University
Data set for Homework # 3
The data herein contain severity of claim amount information on policyholders of an insurer
that suffered losses during the past year. The insurer has 10,000 policyholders. You
can as
0 U i
RMI 3750 Name (Print): 3 L (OIU
Spring 2015
Midterm #1
2/24/14
Time Limit: 120 Minutes
This exam contains 11 pages (including this cover page) and 5 problems. Check to see if any pages
are missing. Write down your name on the rst page as well as ini
RMI 3750 Midterm #2 Page 2 of 9 4/07/15
_-
1. (35 points) You are simulating distributions using the inversion method. Use the following
random numbers drawn from a uniform distribution between 0 and 1 to simulate the CDF,
then use the CDF to calculate th
RMI 3750 Fall 2016
Georgia State University
Homework #4
Date due: Sep 19, 2016
Question 1
Answer the following end of chapter questions from the HS textbook. Write out your answers, clearly
showing the steps taken to get to your answer.
Chapter 5: 5.1, 5.
A Collection of Dice Problems
with solutions and useful appendices
(a work continually in progress)
version October 6, 2015
Matthew M. Conroy
doctormatt at madandmoonly dot com
www.matthewconroy.com
A Collection of Dice Problems
Matthew M. Conroy
Thanks
A
Random Variables. Measures of central tendency
and dispersion. Uniform and Binomial
distributions.
Florin Bidian
1
February 2, 2016
1
RMI, Georgia State University
Florin Bidian : Random Variables. Measures of central tendency and dispersion. Uniform and
Introduction
Probabilistic and set theoretic notation
Introduction to Probability
Florin Bidian
1
September 12, 2016
1
RMI, Georgia State University
Florin Bidian : Introduction to Probability
Counting rules
Introduction
Probabilistic and set theoretic no
Total Law of Probability and Bayes theorem.
Independence. Introduction to Simulation
Florin Bidian
1
January 26, 2016
1
RMI, Georgia State University
Florin Bidian : Total Law of Probability and Bayes theorem. Independence. Introduction to Simulation
Prev
RMI 3750
3. Elements of
Probability
Outline
3. Elements of Probability
Jiamin Ng
Office: 1145, RCB Building
RMI Department
Georgia State University
contact: [email protected]
Probability when
Outcomes are
Equally Likely
Definition
Matching the
Counting Rules t
RMI 3750 Spring 2015
Georgia State University
Homework #1
Date due: January 20, 2014
Question 1
Answer the following questions. Write out your answers, clearly showing the steps taken to get to your
answer.
a) In a survey of 182 university students, 92 st