Assignment One ECON 2040 A01
Due Date May 11, 2016, Wednesday
Important Revision about Due Date of Assignment One: Due to the conflict time with midterm, we
move the deadline of the assignment to May
Student Number:
University of Manitoba
Econ 2040
Final Exam, Fall 2015
Dec. 11, Friday, 9:00 am-12:00 pm
Location: FR Kennedy Brown Gym
Session:
Student Number:
Student Name:
Ensure that the above inf
Marking Guide: Question 3.2, 3.3 and 4.1 will be marked. The total mark is 20. If any question
other than question 5 is not done, 2 marks will be deducted. 5 marks will be deducted if 5 is
not done.
Q
ECON2040 A02: Quantitative Methods in Economics
Department of Economics
University of Manitoba
Fall 2015
Instructor: Dr. Hai Feng Chen
Office hours: Tuesday and Thursday 1:40-2:40 P.M.
Office: Room 64
1. Suppose you roll a pair of dice. Let A be the event that you roll an even number. Let B be the
event that you roll an odd number. Which of the following statements is true?
A) The events A and B ar
University of Manitoba
Econ 2040
Midterm Example Summer 2016
Session:
Student Number:
Student Name:
Please note the following instructions before you begin the test:
There are two sections to this tes
University of Manitoba
Econ 2040
Midterm Version A Fall 2015
Oct. 29, Thursday 7:00-9:00 Pm
Location: 200 Fletcher Argue Building
Session:
Student Number:
Student Name:
Please note the following instr
University of Manitoba
Econ 2040, 2016 Summer
Final Exam
4:00- 7:00 PM June 18
E2-EITC Room 105
Student Number:
Name:
Please note the following instructions before you begin the test:
There are
pages
Exam
Name_
Student Number_
E[g(X)] g(x)P(x)
E[X]
x
xP(x)
x
C nX
P nx
x!
P(E i | A)
n!
x! (n x)!
P(A | E i )P(E i )
P(A)
P(A | E i )P(E i )
P(A | E 1 )P(E 1 ) P(A | E 2 )P(E 2 ) P(A | E k )P(E k )
Assignment 2, Econ 2040, A02, 2016 Fall
1. Explain the estimation process.
This is a question designed so that you would have a careful thought about
estimation process. Estimation start with a survey
ECON 2040 Fall 2016
Midterm Preparation Material
Section One: Basics
1. Assuming that daily stock market returns are independent random event, the probability of stock return
going up each day is 60%
Cht2:1.A random sample of data has a mean of 75 and
a variance of 25.
a.
Use Chebyshevs theorem to determine
the percent of observations between 65
and 85
b.
If the data is mounded, use the empirical
Assignment 2, Econ 2040, A02, 2016 Fall
1. Explain the estimation process.
2. Explain the rational for hypothesis testing. How estimation is different from
hypothesis testing?
3.
A fitness club claims
Pluralism
Protestants urges their adherents to peruse the book of scriptures every day and be addressed on the
sacred text consistently. Along these lines the professionals can frame their own particu
Salman
7737376
SUMMARY
This article written by Tess Kalinowski and published by the Toronto Star on October 26th,
2015, this article is talking about the TTC workers union had appealed to the Ontario
Student Number:
Name_
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.
1) Which of the following statements is true for any two events A and B def
The framework which I have chosen is Protestantism. Protestantism is one of the real divisions
of the Christian confidence. Generally, Protestantism incorporates all chapels outside of the
Roman Catho
Salman Ali
7737376
Workers today need unions
In the current working environment, it is very significance for labours in established organizations to be a
part of a worker union. Worker unions in Canad
ECON 2040, Jan 27
Student Number:
Student Name:
1. Suppose you roll a pair of dice. Let A be the event that you roll an even number. Let B be the
event that you roll an odd number. Which of the follow
Date: Jan. 23, 2017
Name_ Student Number
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.
1
Which of the following is an example of a random exper
Feb 1st;
Name:
Student Number:
1. As the office manager for a medical office with ten doctors, you are responsible for developing
the roster for the on-call shift for the next three nights. How many d
Exam
Name_ Student Number
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers
the question.
1)
Which of the following is an example of a random experiment?
1)
_
A)
Chapter 5
5.a. Let X be a continuous random variable with uniform distribution between 2 and 12,
what is the probability density function for X?
What is the cumulative probability density function for
Assignment One ECON 2040 A02
Due Date Oct. 28, 2016, Friday
Marker:
Please only mark the ones with answer including section One 1.a; 1.b; 2.a; 2.b;2.c ; Section Two,
5.19. and Section Three, 2.a and 2
Liner Functions of Random Variables
Find the Mean and Variance of Z : Z=(X-mx)/x
text book 136example 4.29
Example
It is estimated that 3.2% of callers for a mutual fund company will either
get a busy
Assignment Three ECON 2040
Due Date: A01/A02 23/11/2015,
Monday
A03, 24/11/2015, Tuesday
(1) This assignment is to be completed individually. Students are allowed to discuss or share
ideas with your f
Assignment 1
Q1.
A population(N) is the collection of all items of interest or under investigation
A sample(n) is an observed subset of the population
Descriptive statistics is graphical and numerical