SEAT NUMBER:
Department of Mathematics and Statistics
QUIZ #3
STA 201 October 2, 2017
01114 Pts] If P(A) = 0.5, 13(3) = 0.6, and P(A uB) = 0.9
9. 21. Find the following probabilities:
1) P(A n B)
fa
Page 1 of 2
NAME:
Keys
SEAT NUMBER: _
Department of Mathematics and Statistics
QUIZ #1
STA 201
September 11, 2017
Q1[6 Pts]. Indicate which of the following variables are Quantitative and which are
Qu
Problems for Section 1.5
Applying the Concepts
1.4
(a) Numerical / discrete / interval ratio because it has true point
(b) Numerical / continuous / ratio
(c) Categorical / nominal
(d) Categorical / no
SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.
Provide an appropriate response.
1) In a recent study of 84 eighth graders, the mean number of hours
Chapter 3
Probability
3.1
Basic Concepts
of Probability
Probability Experiments
A probability experiment is an action through which
specific results (counts, measurements or responses)
are obtained.
Chapter 11
Nonparametric
Tests
11.1
The Sign Test
Sign Test for a Population
Median
A nonparametric test is a hypothesis test that does not
require any specific conditions concerning the shape of the
Chapter 11
One Way ANOVA (analysis of variance)
Learning Objectives
In this chapter, you learn:
How to use the one-way analysis of variance to test for
differences among the means of several groups
On
Chapter 10
Two-Sample Tests
Learning Objectives
In this chapter, you learn hypothesis testing
procedures to test:
The means of two independent populations
The means of two related populations
The p
Fundamentals of Hypothesis
Testing: One-Sample Tests
Chapter 9
1
Learning Objectives
In this chapter, you learn:
The basic principles of hypothesis testing
How to use hypothesis testing to test a mean
Statistical distributions:
Discrete probability distribution
Chapter 5
Chapter 5
Discrete Probability Distribution
Learning Objectives
In this chapter, you learn:
The properties of a probability distr
Summary statistics: Measures of
Central Tendency
Chapter 3
Chapter 3
Numerical Descriptive Measures
Learning Objectives
In this chapter, you learn:
To describe the properties of central tendency, var
Visualizing and organizing data
Chapter 2
Chapter 2
Organizing and Visualizing Data
Learning Objectives
In this chapter, you learn:
To construct tables and charts for numerical data
To construct tab
Continuous Probability
distributions
Chapter 6
Probability Distribution for Continuous Random
variables: Normal Distribution
Chapter 6
Learning Objectives
In this chapter, you will learn:
To compute
Confidence Intervals and Sample
size
Chapter 8
Chapter 8
Confidence Interval Estimation
Learning Objectives
In this chapter, you learn:
To construct and interpret confidence interval estimates for th
Basic Probability: Counting
Rules and probabilities
Chapter 4
Chapter 4
Counting Rules
Rules for counting the number of possible outcomes
Counting Rule 1:
If any one of k different mutually exclusive
Sampling distribution
Chapter 7
Chapter 7
Sampling Distribution
Learning Objectives
In this chapter, you learn:
The concept of the sampling distribution
To compute probabilities related to the sampl
RIT Dubai
Digital Systems I EEEE-120
Introduction to Logic
Circuits_2
Lamia Tchoketch Kebir
Spring 2016
Based on Stephen Brown and Zvonko Vranesic,
Fundamentals of Digital Logic with VHDL Design,
McGr
Task 2
Some people believe that working in the group or as team helps gain skills which are more important
than the skills acquired working alone. The topic Is very debatable and I believe that workin
RIT Dubai
1
Electrical Engineering Program
EEEE 414 Classical Control
Block Diagram
Representation of Control
Systems
H1(s)
G1(s)
G2(s)
U(s)
Y(s)
G3(s)
G4(s)
H2(s)
Introduction
A Graphical Tool to si
Task 2
Undoubtedly, individuals have different opinions on how to carry out their tasks and duties with or
without helping others. While some may agree that isolated working or playing method is more
Task 2
The argument that the team activities can teach more skills for life than other activities which are played
alone is very debatable. I think there are both drawbacks and certain benefits to eac
RIT Dubai
Digital Systems I EEEE-120
Finite State Machines
(FSMs)
Practice Problems
Lamia Tchoketch Kebir
Spring 2016
Based on Stephen Brown and Zvonko Vranesic,
Fundamentals of Digital Logic with VHD
RIT Dubai
Digital Systems I EEEE-120
Number Representation
and Arithmetic Circuits
Lamia Tchoketch Kebir
Spring 2016
Based on Stephen Brown and Zvonko Vranesic,
Fundamentals of Digital Logic with VHDL
Task 2
Human beings are similar to each other yet so different, they have their own perception about different
things and prefer different learning methods. But when it comes to gaining skills from ei
RIT Dubai
Electrical Engineering Program
EEEE 414 Classical Control
SIGNAL FLOW
GRAPH
C
Vin
A V1
B
V2
E
Vout
D
G
Signal Flow Graph Analysis of Control Systems
F
1
Introduction
Alternative
method to b
Chapter 10
Chi-Square Tests
and the FDistribution
10.1
Goodness of Fit
Multinomial Experiments
A multinomial experiment is a probability experiment consisting
of a fixed number of trials in which ther