URBP 204A QUANTITATIVE METHODS I Survey Research I - PowerPoint PPT Presentation

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URBP 204A QUANTITATIVE METHODS I Survey Research I

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URBP 204A QUANTITATIVE METHODS I Survey Research I Gregory Newmark San Jose State University (This lecture is based on Chapters 7, 9 & 10 of Earl Babbie s – PowerPoint PPT presentation

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Title: URBP 204A QUANTITATIVE METHODS I Survey Research I


1
URBP 204A QUANTITATIVE METHODS ISurvey Research
I
  • Gregory Newmark
  • San Jose State University
  • (This lecture is based on Chapters 7, 9 10 of
    Earl Babbies
  • The Practice of Social Research, 10th Edition.
  • All cartoons are from CAUSEweb.org by J.B.
    Landers.)

2
Populations and Samples
3
Populations and Samples
  • Populations
  • All the people in a specified group of people
  • The population of Students at SJSU
  • The population of Students in Urban Planning at
    SJSU
  • The population of Students in 204A this semester
  • Samples
  • A portion of a larger population selected for
    study
  • A 500 person Sample of Students at SJSU
  • A 50 person Sample of Students in Urban Planning
  • A 15 person Sample of Students in 204A this
    semester

4
Populations and Samples
  • Ideally, research covers entire populations
  • Medicine X always cures the common cold
  • Financially, research is expensive
  • We cant afford to test Medicine X on everyone
  • Practically, we test samples of a population
  • We can afford to test Medicine X on 1,000
    people
  • Hopefully, those samples well represent the
    actual population
  • For our results to be generalizable, our 1,000
    people should approximate the characteristics of
    everyone

5
Populations and Samples
  • Sampling Error
  • A measure of how well a sample approximates the
    characteristics of the larger population
  • The difference between a sampling statistic
    (i.e., values in the sample) and a population
    parameter (i.e., values in the population)
  • Low sampling error means higher precision
  • Higher precision means more generalizability
  • Valuable research has a high degree of
    generalizability

6
Sampling
  • Say we want to sample the students at SJSU, how
    do we pick our sample?

7
Sampling
  • Bias occurs when the sample is not representative
    of the population
  • We sampled students exiting the gym and found
    that SJSU students have a high level of fitness
  • We sampled students from 6 to 9 pm and found
    that most SJSU students work full time
  • We sampled students at Burger King and found
    that very few SJSU students are vegetarian
  • How can we avoid bias?

8
Probability Sampling
  • Samples selected in accord with probability
    theory, typically using random selection
  • All members of population have an equal chance of
    being selected for sample
  • In theory, removes bias from sample

9
Probability Sampling
  • In practice, several types of bias remain
    possible
  • Non-response Bias
  • Some people can not or will not answer the survey
  • If their traits vary from responders, bias occurs
  • Coverage Bias
  • If members of population are not in sampling
    frame
  • E.g. people without telephones in a telephone
    survey
  • Selection Bias
  • If members have a different probability of
    selection
  • E.g. people with multiple lines in a telephone
    survey

10
Probability Sampling
  • Samples never perfectly representative but we
    can estimate how close they are
  • We exploit the fact that the sample averages are
    normally distributed
  • Example
  • Then we take the standard deviation of those
    averages which we call the standard error (SE)

11
Probability Sampling
  • Calculate standard (sampling) error
  • This is the Standard Deviation divided by the
    square root of the sample size (we use the SD of
    the sample rather than the population)
  • We report our confidence level that the actual
    population parameter is within a given range from
    the sampling statistic

12
Probability Sampling
13
Probability Sampling
  • Example Neighborhood of 10,000 households
  • What is the mean household income?
  • Population Parameter (true value for
    population)
  • 50,000
  • Survey incomes from a sample of 100 households
  • Sampling Statistic (value for the sample)
  • 49,000 with an SD of 10,000
  • Calculate the standard error (SE)
  • 1,000 10,000 / 10

14
Probability Sampling
  • Example Neighborhood of 10,000 households
  • Define our confidence level,
  • 95 Confidence Level
  • Define the associated confidence interval
  • 95 Confidence Level is associated with 2
    standard errors
  • Each standard error is 1,000
  • Confidence interval would be from 47,000 to
    51,000
  • We are 95 confident that the true mean income
    falls between 47,000 and 51,000
  • Margin of Error half the range of the
    confidence interval
  • We are 95 confident the true mean income is
    49,000 2,000

15
Probability Sampling
  • Bad pun on margin of error

16
Probability Sampling
  • Which faux movie is expressed as a confidence
    interval?

17
Probability Sampling
  • Why is there no margin of error here?

18
Probability Sampling
  • Why might the confidence interval be good to know?

19
Probability Sampling
  • Sampling Designs
  • Simple Random Sampling
  • Everyone assigned a number, random cases selected
  • Systematic Sampling Every 7th household. . .
  • Every kth person chosen
  • Sampling Ratio is the proportion of population
    selected
  • Problem of periodicity (e.g. apartments, army
    units)
  • Stratified Sampling Stratified by age group .
    .
  • Groups units into homogenous strata before
    sampling
  • Improves representativeness, in terms of strata
  • Cluster Sampling Only certain schools
    selected
  • Multistage approach
  • Natural clusters selected first and then
    subsampled

20
Non-Probability Sampling
  • Sampling error can not be statistically estimated
  • Data only tells us about who was surveyed
  • Approaches
  • Judgment Samples used for targeting surveys
  • Researcher decides whom to include
  • Snowball Samples used for rare populations
  • Respondents recommend other respondents
  • Quota Samples common for market research
  • Sample designed to include a designated number of
    people with certain specified characteristics
  • Convenience Samples such as an in-class survey
  • Sample includes whomever most easily accessed

21
Modes of Observation
  • Surveys
  • Experiments
  • Qualitative Field Research
  • Others ( for example, content analysis)

22
Surveys
  • Strengths
  • Describe characteristics of a large population
  • Make large samples feasible
  • More flexible can cover several topics
  • Strong on reliability
  • Weakness
  • Least common denominator
  • Life situation/ context not known
  • Inflexible - can not change questions mid-way
  • Respondent may form opinion at the moment
  • Weak on validity

23
Surveys
  • Design elements
  • Questions and statements
  • Open vs. Closed Ended Questions
  • Avoid double barreled questions check the use
    of and
  • Make items clear and cogent
  • Be very specific, e.g. income last year based on
    tax return
  • Respondent must be competent
  • Dont ask a brain surgeon about rocket science
  • Respondent must be willing to answer
  • Are you having an affair?
  • Avoid negative items and biased phrasing

24
Surveys
  • Guidelines for survey interviewing
  • Modest yet neat appearance
  • Avoid voice inflections
  • Be neutral
  • Be polite
  • Be familiar with the questions
  • Dont add your words to the question
  • Record responses exactly
  • Gently probe for responses / clarifications

25
Surveys
  • Guidelines for survey form design
  • Not cluttered
  • Professional look
  • Clear instructions on how to choose responses
  • Consider having introductory comments
  • Use of contingency questions
  • if yes to Question 7, ask Question 7a
  • Use of matrix format
  • Order of questions
  • Do not bias due to the order
  • In self- administered begin with interesting
    questions
  • In interviews begin with uncomplicated questions
  • Pretest the questionnaire

26
Surveys
  • Self- administered Questionnaire
  • Mail (home delivery or combination)
  • Monitor the return
  • Follow up mailings
  • Questionnaire at a public gathering
  • Telephone Surveys
  • Unlisted number random digit dialing
  • Advantages
  • cheap and quick no dress code safety
  • probe more sensitive areas
  • more quality control possible as central location
  • Disadvantages
  • compete with bogus surveys easy to hang up
  • answering machines cell phones

27
Surveys
28
Surveys
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