Data, Evidence and Decisions Flashcards

(29 cards)

1
Q

Data is?

A

Numerical values, percentages and decimals

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2
Q

Evidence is?

A

Background information i.e. Theory of a subject

A ‘bridge’ to a conclusion

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3
Q

When does Data become evidence?

A

Data becomes evidence when it is used to test a hypothesis

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4
Q

What are the two data types?

A

Qualitative: Non numerical judgements e.g. what kinds of dogs

Quantitative: Numerical e.g. how many dogs

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5
Q

Thematic Analysis, 1st step?

A
  1. Make meaning units

Summarise lines of interviews

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6
Q

Thematic Analysis, 2nd step?

A
  1. Condensed meaning units

Further summarise into simpler lines or words

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7
Q

Thematic Analysis, 3rd step?

A
  1. Codes

Make codes which are thematic elements repeated in an interview

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8
Q

Thematic Analysis, 4th step?

A
  1. Categorise

Further categorise these codes

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9
Q

Thematic Analysis, 5th step?

A
  1. Identify a theme

Identify an underlying pattern in all these interviews

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10
Q

Accuracy is?

A

How close your results are the true value

Improved with: Better tools

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11
Q

Precision is?

A

How close the results are to each other

Improved with: Better tools, same conditions
Damaged by: Random events

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12
Q

Reliability is?

A

The ability for the experiment’s results to be replicated = PRECISION

Internal: Repeating results in the same experiment
External: Repeated results by another team

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13
Q

Validity is?

A

Whether you’re finding the answer to the question properly

Internal: Is the experiment sound?
External: Another team sees if it is sound i.e. meta analysis

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14
Q

CRAAP stands for?

A
Currency
Relevance
Accuracy: 
Authority
Purpose
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15
Q

Types of measurement errors and how can they be fixed?

A

Systematic: parallax, calibration, limit reading (affects accuracy)
Random: random stuff happening (affects reliability and precision)

Repeat tha tests

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16
Q

What is the purpose of statistical analysis?

A

To find an underlying pattern and draw inferences from a population

17
Q

What is a random sample population and why are they used as opposed to the total population?

A

Random sample population: A portion of the population which generally reflects the pattern in all of a population

They are used for the sake of cost effectiveness since they (should) reflective

18
Q

A good sample has what three qualities?

A
  • Large enough
  • All done under the same condition
  • Follow population pattern

ALL REMOVE BIASES

19
Q

What do error bars show?

A

Variability in range and or standard deviation

20
Q

When is mean difference significant and not significant?

A

If standard deviation&raquo_space; (meanA - meanB) = not sig

If standard deviation &laquo_space;(meanA - meanB) = sig

21
Q

What are the two types of bias?

A

Measurement error

Sampling bias

22
Q

Define 95% confidence interval

A

Data recorded there will be an area of data (confidence interval) with 95% overlap

23
Q

Significance 0.05 is?

A

95% chance the thing being investigated is the reason for difference in data and 5% chance is random

24
Q

Data cleansing

A

Removal or irrelevant stuff and errors and correction of incorrect data points

25
T-test, 1st step?
Find the t-value (calculated and given)
26
T-test, 2nd step?
Compare to respective critical value (in the degrees of freedom row, 0.05 column)
27
T-test, 3rd step?
If t-value > critical, mean difference is significant reject null If t-value > critical, mean difference due to chance (accept null)
28
T-test, 4th step?
Look for p-value, smaller p is better
29
When are t-tests used?
For comparing two means