Concepts | 315+ Questions & Complete
Detailed Solutions (New 2026/2027
Update) LSU
This EXST 2201 Exam 2 covers core statistical concepts like
probability, confidence intervals, hypothesis testing, and ANOVA. This
Study set contain 315 questions and answers that test your
understanding of these specific statistical distributions and methods.
🔑 Core Exam Concepts
Core areas tested in the EXST 2201 Exam 2:
The 4-Step Statistical Method: You must know the general process
for solving statistical problems:
Abstract: Extract relevant information from the question.
Theorize: Identify probability information from theory.
Analyze: Find sample information from the abstraction step.
Infer: Draw conclusions about the population.
Hypothesis Testing: Learn how to define Null (\(H_{0}\)) and
Alternative (\(H_{1}\)) Hypotheses and understand Type I and Type II
errors.
Confidence Intervals: Practice calculating intervals for population
parameters. Understand how sample size and confidence levels (e.g.,
90%, 95%, 98%) affect the margin of error.
ANOVA (Analysis of Variance): Know how to determine if two
population means are equal by comparing variances.
1
, Quiz_________________?
What type of information do we really wish the science of statistics would give us
so that we could make a good decision about an important matter?
Choose from the following options.
Information about probability.
Information about descriptive statistics.
Information about the population.
Information about the sample. -
Answer
Information about the population.
Quiz_________________?
Why does a column of population data values contain more information about the
population than a column of sample data values?
Choose from the following options.
A column of population data values has more data values than a column of sample
data values.
Because populations are defined by the researcher, so they inherently have more
information.
Because the population is the totality of the individuals of interest.
Because the population data values are used to get the sample data values. -
Answer
A column of population data values has more data values than a column of sample
data values.
2
, Quiz_________________?
What are statistical methods of inference used for?
Choose from the following options.
To get information about population data values.
To go from a known situation to an unknown situation.
To infer information about descriptive statistics.
To infer an appropriate statistical result. -
Answer
To get information about population data values.
Quiz_________________?
Which one of the following choices does NOT indicate why knowing the value of
the population mean is so important in the science of statistics?
Choose from the following options.
Because it reduces a column of data values down to the one most representative
value.
Because the population mean was one of the first statistical methods developed.
Because one value describing a population is much easier to work with than many
values.
Because it is a critical parameter of the normal distribution. -
Answer
3
, Because the population mean was one of the first statistical methods developed.
Quiz_________________?
In regard to normally distributed data values themselves, what is the importance
of knowing the value of the population mean in the science of statistics?
Choose from the following options.
Most of the data values are clustered close to the value of the mean.
The mean summarizes the location information of the data values.
The mean gives the mathematical first moment of the data values.
The mean is required to find probability with the normal distribution. -
Answer
Most of the data values are clustered close to the value of the mean.
Quiz_________________?
In the common, real-world practice of statistics, is it ever possible to know the
true value of the population mean?
Choose from the following options.
No, because the science of statistics deals with probabilistic data.
No, because we cannot do calculations on an infinite number of data values.
No, because populations are usually hypothetical and their information cannot be
known.
All these other choices. -
4