EXAM 2 Flashcards
Qualitative Research
Research that seeks to gain insight and depth on a topic
- Evaluates, theoretical, interprets
Quantitative Research
Research based on the systematic calculation of data
- Counts/measures, statistical, processes data
Exploratory Research
investigating, exploring, or attempting to figure out a new, innovative thread of knowledge (can be both qualitative and quantitative)
- Poll aggregation websites
Descriptive Research
Allows researchers to focus on describing a phenomenon or understanding the details about people’s experiences (generally qualitative)
- Native Advertising
Explanatory Research
Focuses on explaining the reasons behind a phenomenon, relationship, or event (can be qualitative and quantitative)
- Influence of age on e-commerce site users
Cross-Sectional Research
Data is collected only once; a snapshot of data collected at one point in time
Advantages of Cross-Sectional Research
Convenient, inexpensive and quick
Disadvantages of Cross-Sectional Research
Prone to various types of error
Longitudinal Research
Data is collected multiple times; helps the data to be more accurate and avoid or minimize errors like inaccurate responses
Panel Designs (Type of Longitudinal Research)
Data is collected from the same people at multiple collection points
- Aggressive thoughts at 10 years old, 15 years old, and 20 years old
Trend Studies (Type of Longitudinal Research)
Data is collected from different people (all drawn from the same population) at multiple collection points
- Registered voters’ approval of the president at Y1, Y2, Y3, and Y4 of the presidential term
Advantages of Longitudinal Research
Helps address error found in cross-sectional research, flexible, can help researchers identify time based trends
Disadvantages of Longitudinal Research
Expensive, Time consuming, data can be difficult to interpret
Variable
Something that varies
- APRD 2004 student age
Constant
Something that is fixed/does not change
- APRD 2004 students’ status as CU enrolee
Quantitative measurement
The use of numbers to describe a property of an object or an event
Measurement
The use of numbers to describe something that happens (or does not happen) in the world
Examples of “measured” things
Lecture attendance
Temperature
Clicks on a website
Product units sold
Brand reputation perceptions
Examples of measurement acts
Taking a baby’s temperature
Asking question on a survey
Counting the number of likes on a tweet
Counting the number of candy bars sold in a single day
Asking employees to rate their job satisfaction
4 Levels of measuring Variables
Nominal
Ordinal
Interval
Ratio
Nominal Variables
1/4 Levels of measuring Variables
“categorical” variables - numbers serve as tags or labels; numbers are NOT placed on a meaningful scale; membership is both all inclusive and mutually exclusive
EX: Biological Sex [1=Male, 0=Female]
Ordinal Variables
2/4 Levels of measuring Variables
Possible values are meaningfully ordered; they do not establish the numeric difference between data points- they indicate only that one data point us ranked higher or lower than another.
EX: a student may be asked to rate the teaching effectiveness of a college professor as excellent (5), good (4), average (3), poor (2), or unsatisfactory (1).
Interval Variables
3/4 Levels of measuring Variables
“integer-level data”” -is measured along a scale in which each position is equidistant from the other scale points; measurement intervals are equally spaced
EX: Temperature: 81 degrees Fahrenheit is exactly 1 degree Fahrenheit greater than 80 degree Fahrenheit
Ratio Variables
4/4 Levels of measuring Variables
Ratio variables are interval variables with a natural zero point; a natural zero point simply means that zero means “none of something”
EX: Advertisement clicks
A banner advertisement can receive 0 clicks
A banner advertisement can receive 5 million clicks
Measurement Error
When the data we collect does not represent reality- is always present at some degree
Random Measurement Errors
Measurement errors that are small, non-systematic (i.e., there is no discernable pattern), and do not threaten the overall validity of our data
EX: A small number of survey participants misread a survey question
Systematic Measurement Errors
An error in measurement in which the tool does not accurately measure the concept and is perceived incorrectly by most or all of the participants; not a big deal
EX: A question on a survey is very confusing, causing most/all participants to answer it in an incorrect manner
Reliability
Pertains to a measurement approach’s ability to yield consistent results
Reliability refers to the level of clarity in the tool; Reliability is the consistency in our measurement.
Validity
Refers to a measurement approach’s ability to measure what it is supposed to
The ability or the potential of our data collection tool to capture and measure the construct or the phenomenon that we are interested in measuring; Are our questions/tests/other measures reflecting the real meaning of the concept under consideration?
Sampling - Population
the entire group of people that are the focus of a study
Sampling - Sample
A subset of the population; a small part of the population Ideally is a representative of all the characteristics of a population
Why do we sample?
It is often impossible or counterproductive to collect data from all members of the population
Census
an official count or survey of a population, typically recording various details of individuals
2 Types of sampling
Probability Sample
Non-Probability Sample
Probability Sampling
Every element of the population has a known (though not necessarily equal) chance of being selected for inclusion
Types of Probability Sampling
Simple Random Sampling
Stratified Random Sampling
Disproportionate Random Sampling
Simple Random Sampling
TYPE OF PROBABILITY SAMPLING
All members of a population have an equal chance of being selected for the sample; members of a population are selected at random for inclusion in the sample
Stratified Random Sampling
TYPE OF PROBABILITY SAMPLING
A population is divided into subgroups (or strata); a random sample is subsequently drawn from each strata
EX: A population has 3 strata of interest:
S1=5,000
S2=3,000
S3=2,000
we would select:
Sample S1= 50
Sample S2=30
Sample S1= 20
Disproportionate Random Sampling
TYPE OF PROBABILITY SAMPLING
Like proportional random sampling but sample portions are not equivalent to the population proportion
Non-Probability Sampling
Not all elements (ie. people) of a population have an opportunity to be included in the sample; Does not allow us to make inferences about a population!!!
Types of Non-Probability Sampling
Convenience Sampling
Snowball sampling
Purposive Sampling
Quota Sampling
Convenience Sampling
TYPE OF NON-PROBABILITY SAMPLING
Sample is drawn from those that are available or easy to collect data from
Snowball sampling
TYPE OF NON-PROBABILITY SAMPLING
Generate a convenience sample of respondents and ask sampled respondents to recommend others who might be interested in providing data
Purposive Sampling
TYPE OF NON-PROBABILITY SAMPLING
Researchers purposefully select from a group of people of theoretical interest:
Experts
Extreme cases
Typical cases
Quota Sampling
TYPE OF NON-PROBABILITY SAMPLING
Generation of a sample that has attributes proportional to a given population
Ex: we know that users of an internet platform are:
45% Caucasian (incl. Hispanic/Latinx)
25% Asian-American
20% African-American
10% Other Race
Using these attributes, we can use convenience sampling techniques to construct a sample with proportional race attributes
Inference
a conclusion that is formed because of known facts or evidence
Are convenience samples okay?
Clearly, they restrict the ability to make population-level inferences
At the same time, they are time and cost efficient
Not all convenience samples are created equal
Surveys
Collection of data from a sample of elements (e.g., adult women) drawn from a well-defined population (e.g., all adult women living in the United States) through the use of a questionnaire
Self-report data
SURVEYS RELY ON THIS!!
Data provided by a study respondent without interference on the part of the researcher
Respondents tell the researcher what they think, how they feel, and how they behave
The process of conducting a survey:
- Specify the research problem
- Select a survey design
- Select a sampling strategy
- Generate questionnaire
- Generate data
- Analyze data
Berger says an experiment does 3 things
Demonstrates whether something is true
Examines the validity of a hypothesis or theory
Attempts to discover new information