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DALHOUSIE UNIVERSITY
FACULTY OF SCIENCE
Department of Mathematics and Statistics
STATISTICS 2060 Midterm I Examination
SOLUTIONS
Date and Time: 9:35-10:55 AM, Monday 1 June, 2009
Student ID #:
Name:
1
STAT 2060: Assignment 2
SOLUTIONS
Note: There were variants for most of the questions, so the answers shown may not be correct
for your assignment. However the methods used for these questions would
User
Course
James Mantley
STAT 2060 Intro Probability and Stats 2015 Winter
Test
Assign 1
Started
1/14/15 11:31 AM
Submitted
1/16/15 11:46 AM
Due Date
1/18/15 11:59 PM
Status
Completed
Attempt Score 5
Discrete Random Variables II (3.4 - 3.6)
Binomial Random Variables
1. Binomial Random Variable: A binomial random variable is a discrete random variable
that results from the conduct of a binomial exp
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STAT 2060: Assignment 5
SOLUTIONS (64 points total)
Due: Sunday, March 25, 2012
1. Suppose a random sample of 50 bottles of CoughGone cough syrup was collected and
the alcohol content (in wt. percen
1
STAT 2060: Assignment 1
SOLUTIONS (80 points total)
Due: January 22, 2012
1. Suppose four universities - 1, 2, 3, and 4 - are participating in a holiday basketball
tournament. In the rst round 1 wil
Probability II (2.3 - 2.5)
Counting Techniques
1. Equally Likely Outcomes
(a) For experiments where the outcomes are equally likely; i.e., the same probability is assigned to
each simple event, probab
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STAT 2060: Assignment 3
SOLUTIONS (70 points total)
Due: Sunday, February 19, 2012
1. Let X denote the amount of time a book on 2-hour reserve in the Killam Library is checked
out by a randomly sele
1
STAT 2060: Assignment 6
SOLUTIONS (32 points total)
Due: Thursday, April 5, 2012
1. A study was conducted to test the hypothesis that Vitamin C signicantly reduces incidence of the common cold. 11 o
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DALHOUSIE UNIVERSITY
FACULTY OF SCIENCE
Department of Mathematics and Statistics
STATISTICS 2060 Midterm I Examination
SOLUTIONS
Date and Time: 9:35-10:55 AM, Monday 1 June, 2009
Student ID #:
Name:
1
DALHOUSIE UNIVERSITY
FACULTY OF SCIENCE
Department of Mathematics and Statistics
STATISTICS 2060 Midterm II Examination
SOLUTIONS
Date and Time: 9:35-10:55 AM, Monday 15 June, 2009
Name:
Student ID
Joint Probability Distributions and Random Samples (5.1 - 5.5)
1. Probability models for joint behavior of several random variables
Previously we considered the individual properties of dierent types
Last Day
combining events - union, intersection,
complement, de Morgans laws,
distributive rules
long run frequency interpretation of
probability
axioms of probability, and their
consequences.
det
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STAT 2060: Assignment 2
SOLUTIONS (76 points total)
Due: Sunday, February 5, 2012
1. Starting at a xed time, each car entering an intersection is observed to see whether it
turns left(L), right (R),
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STAT 2060: Assignment 4
SOLUTIONS (64 points total)
Due: Sunday, March 4, 2012
1. Construct a normal probability plot for the following 10 observations on bearing lifetime
(in hours):
152.7
204.7
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STAT 2060- Final Exam Information and Brief
Course Overview
April 5, 2012
STAT 2060 - Final Exam
STAT 2060 Final Exam
Date: Friday April 20, 2012
Time: 8:30 am - 11:30 am (3 hr. exam)
Location: Dalple
Probability Plots (4.6)
1. A Probability Plot is a way to check the distributional assumptions appropriate for a
set of data. They can provide at least an approximate answer to the question Is the
pro
Probability I (2.1 - 2.2)
1. Introduction
(a) Probability generally refers to the study of randomness or uncertainty.
(b) In situations where more than one outcome is possible, probability provides a
Simulations
1. Perform a simulation to verify that when a population is normally distributed, as X N (, ), under
repeated random sampling the sample mean, x, is
also normally distributed, as x N (, n
0
100
200
300
400
500
600
1.(b) Histogram of sample mean values based on 1000 random samples.
6
8
10
xbar
12
14
0
100
200
300
400
500
1.(c) Overlay of theoretical distribution with histogram of 1000 r
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One-Sample Hypothesis Tests (8.1-8.4)
1. Introduction
(a) The value of a population parameter can be estimated from sample data as either a
single number (a point estimate), or as an interval of pla
Point Estimation (Chapter 6)
1. General Concepts of Point Estimation
(a) Point Estimates
Objective: Statistical inference is often concerned with drawing conclusions
about one or more population para
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One-Sample Hypothesis Tests II(8.3)
1. Small Sample Test of Signicance for Population Proportion, p
(a) Population Proportion: The proportion of individuals in a population with a
specic attribute,
Statistical Intervals Based on a Single Sample (7.1 - 7.3)
1. Introduction: Basic Denitions
(a) Inerval Estimate: When the value of a population parameter is estimated, an
alternative to reporting a s
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Two-Sample Inference (9.1 - 9.3)
1. Two-Sample Inference for Population Means
(a) Here were concerned with comparing the means, say 1 and 2 , of two independent
populations based on a random sample
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Two-Sample Inference for Proportions: Example Problem
1. Example: In an Atlantic Canada obesity study, results were obtained from random samples of males and females between the ages of 20 and 75.
M
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Two-Sample Inference II
1. Two-Sample Inference for Population Proportions
(a) Here were concerned with comparing proportions of some attribute, say p1 and p2
, from two independent populations base
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STAT 2060: Assignment 1
SOLUTIONS
1. An experiment consists of two steps. First a coin is ipped. if the outcome is tails, a die
is tossed. If the outcome is heads, the coin is ipped again.
(a) Which
Name: _
Student Number: _
STATISTICS 2060/MATH 2060/ECON 2260 Midterm Test 1,
Friday, Oct 12, 2012
Please answer the questions in the space provided. JUSTIFY YOUR ANSWERS.
A calculator, and one sheet