Chapter 14 - Data collection Flashcards

1
Q

Problem solving cycle - Stage 1 Problem specification and analysis

A
  • make the goal of the investigation clear
  • plan how to achieve goal
  • what data is needed, how it is going to be collected, what will be done with the data
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2
Q

Problem solving cycle - Stage 2 Information collection

A
  • taking a sample from all possible data (parent population)
  • can collect data from whole population (100% sample is called a census)
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3
Q

Problem solving cycle - Stage 3 Processing and representation

A
  • cleaning the data (dealing with outliers, missing data and errors)
  • presenting the data in a diagram that shows its main features
  • calculate summary measures e.g. central tendency (mean, standard deviation), spread (range)
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4
Q

Problem solving cycle - Stage 4 Interpretation

A
  • draw conclusions about investigation
  • explain what the calculations tell you, whether the hypothesis fits in
  • report observations in words
  • ask yourself if findings are realistic, if it answers the question; if not, you have to collect more or different data
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5
Q

Sample

A
  • provides a set of data values of a random variable
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6
Q

Parent population

A
  • overarching set can be finite e.g. all professional golf players or infinite e.g. points where a dart can land on a dart board
  • Greek letters are used as parameters (measured quantity of a statistical population that summarises or describes an aspect of the population) e.g. μ is the mean
  • a sample is representative of the population
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7
Q

Sampling frame

A
  • a list of the items available to be sampled e.g. sheep in a flock, but some things e.g. cod in the North Atlantic has no frame
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8
Q

Sampling fraction

A
  • the proportion of the available items that are actually sampled
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9
Q

Sampling error

A
  • difference between an estimate of a parameter derived from the sample set and the true value
  • to reduce sampling error, the sample needs to be as representative as possible of the population
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10
Q

Bias

A
  • systematic error e.g. using a sample of hockey players to estimate time young women take to run 100m (hockey players are fitter than general population)
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11
Q

Sampling techniques - Simple random sampling

A
  • every member of the parent population is likely to be selected
  • needs sampling frame
  • done using random number generator
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12
Q

Sampling techniques - Stratified sampling

A
  • identify strata (sub-groups) which give different patterns
  • ensure all strata are sampled
  • proportional stratified sampling - proportional to the size of their populations in the parent population
  • selection from each stratum is chosen using simple random sampling
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13
Q

Sampling techniques - Cluster sampling

A
  • items are chosen from one or several of the strata (now called clusters)
  • each cluster should be reasonable representative of the parent population e.g. small cluster of puffin on an island are representative of the entire North European population
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14
Q

Sampling techniques - Systematic sampling

A
  • choosing individuals from a sampling frame at certain intervals
  • cyclic patterns could lead to the drawing of incorrect conclusions
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15
Q

Sampling techniques - Quota sampling

A
  • choosing individuals for a sample depending on a quota e.g. how many males and females
  • non-random version of stratified sampling
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16
Q

Sampling techniques - Opportunity sampling

A
  • circumstances make a sample readily available
  • can result in bias - interviewing delegates of a hospital conference about what they think of doctors
  • useful where research will lead to individual case studies rather than results which are applied to the whole population
17
Q

Sampling techniques - Self-selecting sample

A
  • those involved volunteer to take part (given the choice to participate or decline) e.g. online survey
  • can result in bias - someone who refuses to answer some of the questions
  • not used in serious research