Sampling Methods Flashcards

1
Q

A large company surveyed its staff to investigate the awareness of company policy.
The company employs 6000 full time staff and 4000 part time staff.

Describe how a stratified sample of 200 staff could be taken.

A
  • Label full-time staff 1 - 6000, part-time 1 - 4000
  • Use a random number generator to select
  • Simple random sample of 120 full-time staff and 80 part-time staff
  • ( 6000 / 10 000 x 200 = 120 )
  • ( 4000 / 10 000 x 200 = 80 )
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2
Q

Explain an advantage of using a stratified sample rather than a simple random sample.

A
  • Reflects population structure
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3
Q

A telephone directory contains 50 000 names.
A researcher wishes to select a systematic sample of 100 names from the directory.

Explain in detail how the researcher should obtain such a sample.

A
  • Randomly select a number between 00 and 499
  • ( 50 000 / 100 = 500 )
  • ( Either 1 - 500 or 0 - 499 )
  • Select every 500th person
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4
Q

Give one advantage and one disadvantage of quota sampling.

( A telephone directory contains 50 000 names.
A researcher wishes to select a systematic sample of 100 names from the directory. )

A
  • It’s cheap

- It’s not a random process

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5
Q

Give one advantage and one disadvantage of systematic sampling.

A
  • Suitable for large samples
  • Requires a list of the population
  • ( sampling frame )
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6
Q

A researcher is hired by a cleaning company to survey the opinions of employees on a proposed pension scheme.
The company employees 55 managers and 495 cleaners.

To collect data the researcher decides to give a questionnaire to the first 50 cleaners to leave at the end of the day.

Give 2 reasons why this method is likely to produce biased results.

A
  • Only cleaners are used in the sample

- Not a random sample

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7
Q

Explain briefly how the researcher could select a sample of 50 employees using a systematic sample.

( A researcher is hired by a cleaning company to survey the opinions of employees on a proposed pension scheme.
The company employs 55 managers and 495 cleaners. )

A
  • Label employees ( 1 - 550 )
  • Select from the first 11 using random numbers
  • Then select every 11th person from the list
  • ( 550 / 50 = 11 )
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8
Q

Explain briefly how the researcher could select a sample of 50 employees using a stratified sample.

( A researcher is hired by a cleaning company to survey the opinions of employees on a proposed pension scheme.
The company employs 55 managers and 495 cleaners. )

A
  • Label managers ( 1 - 55 ) and cleaners ( 1 - 495 )
  • Use random number generator to select 5 managers and 45 cleaners
  • ( 55 / 550 x 50 = 5 )
  • ( 495 / 550 x 50 = 45 )
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9
Q

Describe one advantage and one disadvantage of quota sampling.

( Out of context )

A
  • Doesn’t require a sampling frame

- Non responses are not recorded

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10
Q

Describe one advantage and one disadvantage of simple random sampling.

A
  • Free from bias

- Not suitable for large sample size

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11
Q

State two reasons why stratified sampling might be chosen as a method of sampling when carrying out a statistical survey.

A
  • Population divides into distinct strata
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12
Q

There are 64 girls and 56 boys in a school.

Explain briefly how you could take a random sample of 15 pupils using a simple random sample.

A
  • Allocate a number between 1 and 120 to each pupil
  • Use a random number generator to select 15 different numbers between 1 and 120
  • Pupils corresponding to this number become the sample
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13
Q

There are 64 girls and 56 boys in a school.

Explain briefly how you could take a random sample of 15 pupils using a stratified sample.

A
  • Allocate numbers 1 to 64 for girls and 1 to 56 for boys
  • Select 8 random numbers between 1 to 64 for girls
  • ( 64 / 120 x 15 = 8 )
  • Select 7 random numbers between 1 to 56 for boys
  • ( 56 / 120 x 15 = 7 )
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14
Q

Explain how to obtain a sample from a population using stratified sampling.

Give one advantage and one disadvantage of each sampling
method.

A
  • Take a random sample from mutually exclusive groups of the population
  • Sample sizes within the strata are proportional to numbers
    in each strata in the population
  • Advantage = Individual estimates for strata available
  • Disadvantage = Difficult if strata are large
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15
Q

Explain how to obtain a sample from a population using quota sampling.

Give one advantage and one disadvantage of each sampling
method.

A
  • Non-random sampling from groups of the population
  • Advantage = Cheap
  • Disadvantage = Non-responses are not recorded
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16
Q

Explain what you understand by a sampling unit.

A
  • Individual member or element of the population or sampling frame
17
Q

Explain what you understand by a sampling frame.

A
  • A list of all sampling units
18
Q

Before introducing a new rule, the secretary of a golf club decided to find out how members might react to this rule.

Explain why the secretary decided to take a random sample of club members rather than ask all the members.

A
  • Cheaper
19
Q

Suggest a suitable sampling frame.

( Before introducing a new rule, the secretary of a golf club decided to find out how members might react to this rule. )

A
  • List of all club members
20
Q

Identify the sampling units.

( Before introducing a new rule, the secretary of a golf club decided to find out how members might react to this rule. )

A
  • Club members
21
Q

Explain what you understand by a census.

A
  • A census is when every member of the population is investigated
22
Q

Each cooker produced at GT Engineering is stamped with a unique serial number. GT Engineering produces cookers in batches of 2000.
Before selling them, they test a random sample of 5 to see what
electric current overload they will take before breaking down.

Give one reason, other than to save time and cost, why a sample is taken rather than a census.

A
  • There would be no cookers left to sell
23
Q

Suggest a suitable sampling frame from which to obtain this sample.

( Each cooker produced at GT Engineering is stamped with a unique serial number. GT Engineering produces cookers in batches of 2000.
Before selling them, they test a random sample of 5 to see what
electric current overload they will take before breaking down. )

A
  • A list of the unique identification numbers of the cookers
24
Q

Identify the sampling units.

( Each cooker produced at GT Engineering is stamped with a unique serial number. GT Engineering produces cookers in batches of 2000.
Before selling them, they test a random sample of 5 to see what
electric current overload they will take before breaking down. )

A
  • A cooker