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Class notes MAT151

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Comprehensive class notes in the Introduction to Statistics course, covering key mathematical concepts and principles. It includes detailed explanations and visual aids such as graphs and charts. These notes serve as a valuable resource for understanding the fundamental tools and methods used in statistical analysis!

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Geüpload op
16 januari 2025
Aantal pagina's
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2024/2025
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Onderwerpen

Voorbeeld van de inhoud

Math
Descriptive or univariate
What is statistics?

The practise of collecting and analyzing data

What is data?

The factual information collected from a survey or other...

Define numerical data

Data are numbers

Population: entire group of objects or individual considered for a survey

Sample: part of a group being surveyed

Numerical description of a population → parameter

Branches of statistics

Descriptive: involves the organization, summarization, and display of data

Inferential: involves using a sample to draw conclusions about a population

Statistics are numbers used to: describe and draw conclusions about data

Data: collection of observations (measurements…)

,Statistics: science of planning studies and experiments, obtaining data,
and then organizing, summarizing, presenting, analyzing, interpreting, and
drawing conclusions based on the data

Population: the complete collection of all individuals to be studied; the
collection is complete in the sense that it includes all of the individual to be
studied

Census: collection of data from every member of a population

Sample: sub-collection of members selected from a population

Sampling method:

Does the method chosen greatly influence the validity of the conclusion?

Voluntary response (or self-selected) samples often have bias (those with
special interest are more likely to participate). These samples' results are no
necessarily valid.


Other methods are more likely to produce good results

Conclusions:

Make statements that are clear to those without an understanding to
statistics and its terminology

Avoid making statements not justified by the statistical analysis

, Or generalizations

Practical implications:

State practical implications of the results

There may exist some statistical significance yet there may be no practical
significance.

Common sense might suggest that the finding does not make enough of a
difference to justify its use or to be practical.

The subject of statistics is largely about using sample data to make
inferences about on entire population.

Parameter: a numerical measurement describing some characteristic of
a population

Statistic: a numerical measurement describing some characteristic of a
sample

2 types of data: quantitative and qualitative data

Quantitative data: consists of numbers representing counts or
measurements.

Qualitative data: consists of names or labels (representing categories)

Quantitative data can further be described by distinguishing between
discrete and continuous types

, Discrete data: result when the number of possible values is either a
finite number or a “countable”number

Continuous data: result from infinitely many possible values that
correspond to some continuous scale that covers a range of values
without gaps, interruptions, etc..


Data


Quantitative Qualitative
Numerical Descriptive


Discrete Continuous
Usually counted Usually measured



Levels of measurement:

Nominal: classification

Characterized by data that consists of names, labels, or categories only,
and data cannot be arranged in an ordering scheme

Ordinal: classification and order

Implies statement of greater than and less than
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