Chapter B (Survey Design) Flashcards

1
Q

the population about which information is
ideally desired to get
Example: the collection of voters in the community

A

Target Population

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2
Q

the population from which a sample is actually taken (sampled population)
Example: the collection of registered voters in the community

A

Survey Population

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3
Q

a list of elements covering the target population
Example: list of registered voters in the community

A

Sampling Frame

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4
Q

A good sampling frame must possess the
following:

A
  1. Each unit must be counted and be counted only once and must be distinguishable from other units
  2. Up-to-date information should be provided
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5
Q

Illustrate Target Population vs. Survey Population

A
  1. Target Population:
    A. Not included in the frame
    B. Not eligible for survey, Not reachable, Refuse to respond
    C. Not capable of responding
    D. Survey Population
  2. Sampling Frame
    E. Not Eligible for Survey
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6
Q

an object on which a measurement is taken (element)
Example: a registered voter in the community

A

Observation Unit

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7
Q

Criteria for acceptability of a sampling method

A

▧ The sampling procedure should be easily
implemented and practical
▧ For statistical analysis, a sample must
represent the population and that reliability
must be measurable

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8
Q

Two Type of Sampling Methods

A
  1. Probability Sampling
  2. Non-probability Sampling
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9
Q

a procedure wherein every element of the
population is given a (known) nonzero chance of being selected in the sample

A

Probability Sampling

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10
Q

a procedure wherein not all the elements in the population are given a chance of being included in the sample

A

Non-Probability Sampling

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11
Q

Four Examples of Non-Probability Sampling

A

Purposive sampling, Convenience
sampling, Quota sampling, Snowball
sampling

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12
Q

▧ Probabilities of selection are not specified for the individual units of the population
▧ The researcher cannot assert that the
sample is representative of the larger
population (disadvantage)

A

Non-Probability Sampling

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13
Q

sets out to make the sample agree with the population regarding certain characteristics
(judgment sampling)

A

Purposive Sampling

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14
Q

A planning officer wants to determine the
perception of establishments about the possible road expansion in the area. He selected samples of establishments with the largest contributions to paying taxes.

A

Purposive Sampling

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15
Q

chooses units that come to hand or are
convenient (haphazard/accidental) sampling

A

Convenience Sampling

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16
Q

the sample has the same proportions of
individuals as the entire population concerning
known characteristics, traits, or focused
phenomenon

A

Quota Sampling

17
Q

the sample selection is based on referrals from
initially sampled respondents to other persons
believed to have the same characteristics
(chain referral sampling)

A

Snowball Sampling

18
Q

Used if the main objective of the sample
survey is MAKING INFERENCES about the
characteristics of the population under study
▧ It specifies rules and procedures for both
sample selection and estimation

A

Probability Sampling “yung mga random sampling”

19
Q

Process of selecting a sample of size n giving
each sampling unit an equal chance of being
included in the sample
▧ Each subset of n SRS observations of the
population has the same chance of being
selected
▧ The selection of units uses some random
process like the lottery, via a random number
generator, etc.

A

Simple Random Sampling

20
Q

▧ The population is divided or stratified, into
more or less homogeneous subpopulations or
strata before sampling is done
▧ then consists of
selecting an SRS from each of the strata into
which the population has been divided

A

Stratified Random Sampling

21
Q

Formula of Equal Allocation

22
Q

Formula of Proportional Allocation

A

(Ni / N) * n

23
Q

The selection of samples involves taking
every kth unit from an ordered population

A

Sytematic Sampling

24
Q

k is called the sampling interval and is
computed as ?

25
Similar to strata in stratified sampling, clusters are mutually exclusive subpopulations that together comprise the entire population ▧ Involves selecting a sample of distinct groups or clusters ▧ The sample clusters may be chosen by SRS or by systematic sampling
Cluster Sampling
26
The probability of selection is related to an auxiliary variable Z, a measure of the size Possible auxiliary variables: household size, area of farms, employee size ▧ Larger units are given a higher chance of selection than smaller units
Sampling with PPS
27
Explain how to get cumtotal
This is through using the zigzag approach to available sizes then random number is the intervals
28
how to get PPS
Pi = Zi / Summation of Zi (Zi mo ay yung data ng mismong number
29
if systematic na PPS?
get mo muna yung k which is = N / n and then saka mo i-identify kung ano susunod given the first r then hanapin mo na kay ran #
30
The selection of the sample is accomplished in two or more steps ▧ The population is first divided into several first-stage or primary units, from which a sample is drawn ▧ Within the sampled first-stage units, a sample of second-stage or secondary units is drawn ▧ If desired, one might add further stages
Multistage sampling