1 tutorial 1 ge 5 conducting research [email protected] vjkhan.com @v_j_khan

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1 Tutorial 1 GE 5 Conducting research [email protected] vjkhan.com @v_j_khan

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Tutorial 1Tutorial 1

GE 5 Conducting research

[email protected] vjkhan.com @v_j_khan

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Rules

No use of mobile devices unless told Computer use strictly for tutorial

purposes

Failure to comply means immediate expelling from class which might also have other consequences

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Attitude

STUDENT TYPE I

Excuses Complaints 9 to 5 Procrastinate Bored

STUDENT TYPE II

Overcomes obstacles

Suggestions Beginning to end Hard work Will find interest

in it

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Round of Introductions

Name

Experience with statistics

Why is statistics useful for a media manager?

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Participant wearing biometric sensorsParticipant wearing biometric sensors

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Plan for today

• Introduction to statistics• Variables and frequencies• Purpose of statistics• Tables and diagrams• Terminology

• The BIG Smartie survey• SPSS workshop

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Building blocks

statistical theory

statistical theory

data collection

data collection

data analysis

data analysis

reportingpresentingreporting

presenting

Howitt&

Cramer

Limesurvey

SPSS

Matthews

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Introduction statistics (chapter 1 and 2)

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Variables

• Nominal / category • Examples: cigarette brand (Camel, Marlboro, other), religious

affiliation (Roman Catholic, Dutch Reformed, Calvinist, other Christian, Muslim, other religion, none).

• Score / numerical• Examples: temperature of the smoke in °C, golf scores (holes

above or below par), year, time to complete a task, age, height.

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Variables

• Dichotomous. • Examples: being a smoker (yes/no), gender (male/female).

• Other nominal. • Examples: cigarette brand (Camel, Marlboro, other), religious

affiliation (Roman Catholic, Dutch Reformed, Calvinist, other Christian, Muslim, other religion, none).

• Ordinal. • Examples: frequency of smoking (never, incidentally, daily),

rank in competion, clothing sizes (S,M,L,XL), attitude toward organic vegetables (positive, neutral, negative).

• Interval. • Examples: temperature of the smoke in °C, golf scores (holes

above or below par), year.• Ratio.

• Examples: time to complete a task, age, height.

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Discrete versus continuous variables

..

• Discrete: • The variable has a certain fixed values.

i.e. ranking 1st, 2nd, etc.• Continuous:

• a continuous variable is a variable that can have any value you can imagine. Example: weight. A weight is 5 kilograms… But I can measure it also in grams… then it might be 5025 grams…

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Variables and data

• variable: characteristic or condition that changes or has different values for different individuals

• value: possible outcome• code: a number for a score• data: measurements or observations of a

variable • data set: a collection of measurements or

observations. • score: a single measurement or observation

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Populations and samples

• population: the set of all the individuals or objects of interest in a particular study

• sample: a set of individuals or objects selected from the population, usually intended to represent the population in a research study

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Populations and samples

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Population and samples

• parameter: a value that describes a population

• statistic: a value that describes a sample

• sampling error: the discrepancy, or amount of error, that exists between a sample statistic and the corresponding population parameter

19 watch soaps do not watch soaps

Sample with a lot of sampling error

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Descriptive versus inferential statistics

Statistics serve two general purposes:•descriptive statistics: statistics is used to present data in a convenient way: tables, graphs and figures (summarize, organize and simplify the data).

•inferential statistics: statistics is used to generalize from the sample to the population (it uses information from a sample to draw conclusions – inferences – about the population from which the sample was taken).

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Functions of statistics

descriptive statisticsdescriptive statistics inferential statisticsinferential statistics

individualindividualvariablesvariables

frequency distribution, frequency distribution, means, etc.means, etc.

for example election for example election research to predict the research to predict the percentage of votes that a percentage of votes that a party will receiveparty will receive

relationshirelationships ps between between variablesvariables

cross tabulation, cross tabulation, compare means, compare means, scatter plot, scatter plot, correlation coefficient, etc.correlation coefficient, etc.

hypotheses, hypotheses, significance testingsignificance testing

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Statistical notation

’’

statistics uses basic mathematicaloperations and notation, but also some specific notation:•X: scores are referred to as X (and Y etc.)•N: is the number of scores in a population •n: the number of scores in a sample•Σ: the frequently used symbol (Greek capital S) stands for ‘summation’

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Presentation modes

••• raw data (data matrix)• tables• diagrams

• measures• words

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Raw data

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Table

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(Bar) graphs

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(Histogram) Graphs

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(Line) graph

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Frequency curve

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Frequency distribution

• a frequency distribution shows the number of individuals located in each category

• can be either a table or a graph• the table or the graph shows:

(1) the categories that make up the scale, (2) the frequency, or number of individuals

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Frequency distribution (example)

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Frequency distribution

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do the The BIG smartie survey

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CREATE TEAMS

DO NOT VISIT MOODLE WEBSITE UNLESS INSTRUCTED!

Groups of 2 Decide who are you partnering with

In case of an odd number of class members: 1 group of 3WAIT until you are pointed at. Groups will register one by one Do not make a mess!

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steps

• 1st team member choses team

• 2nd team member joins team

• 1 person uploads file from assignment ( according guidelines on Moodle)

• !!!! if you are not part of a team you will not receive a mark!!!!!

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SPSS

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Functions of SPSS

• data input• data processing• statistical analysis• presentation results

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SPSS WORKSHOP

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SPSS OVERVIEW• Data view• Variable view• Output (on Viewer)

• Frequencies

• Select cases• Transform -> Recode into different vars

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Exercise

For 10 students: Gender Height

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Menu

READ AND WRITE FILES (Menu: File)•Open (Data files, Output file, Syntax files)•Save / Save as …

DATA DEFINITIONS (Menu: Data or Data View)•Insert variables•Define variable properties•Select cases

DATA TRANSFORMATIONS (Menu: Transform)•Recode•Count•Compute

STATISTICAL PROCEDURES (Menu: Analyze)•Descriptive Statistics > Frequencies

•etc.

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Variable view switch to SPSS

• name• type (numerical, …, string)• width• decimals• label• values • missing• measure (scale, ordinal, nominal)

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Variable types

• numeric: figures (real figures and codes)

• string: names etc.(no mean calculation possible etc.)

• other: less important (dates etc.)

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• Download the big smartie survey dataset from moodle

• Open the file in SPSS

• We will give A Guided tour• Variable view• Date View• Menu options ( basic)• Cleaning and making the Dataset ready for analysis

Example

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Workshop Variable View

Elementsnametype(width)decimalslabelvaluesmissing(columns)(align)measure(role)

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Workshop Variable View

case

Variable

score

DATASET

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Workshop Cleaning Dataset

Take a look at the dataview. -What do you notice in the dataset

-Clean your dataset-Select the FIRST variable and SORT ( right mouse

click)-Select the cases that are empty-Delete the cases

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Workshop Cleaning Dataset

Take a look at the dataview. -What do you notice in the dataset

-Clean your dataset-Select the FIRST variable and SORT ( right mouse

click)-Select the cases that are empty-Delete the cases-Check the other cases if there are cases that do not

contain any relevant information ( delete those cases too)

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Workshop Setting the correct variable information

Take a look at the variable view. -What do you notice in the variable view?

-Correct the incorrect variables-Type-Measure

-Check the labels

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HOMEWORK