PAS 1 Flashcards

1
Q

What do line graphs imply?

A

that it is reasonable to interpolate between any observed readings

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2
Q

What should you look at first when inspecting and plotting data, before calculating statistics?

A

RAW DATA

  • look at the actual numbers
  • check for obvious mistakes and impossible observations
  • graph and results and look at them
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3
Q

Summary statistics

A

statistics that summarise your data

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4
Q

The disadvantage and advantage of using summary statistics

the exception to the disadvantage

A

You lose information by doing this, but you gain a greater understanding of the overall picture/trends in the data.

the exception to the disadvantage - dot plots retain all the data in its original form

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5
Q

Measures of Average/central tendency

A

Mean- common average

Median- middle value

Mode - occurs the most frequently (2 = bimodal)

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6
Q

Measures of Spread

A

Range- smallest to largest value

Standard Deviation- measure of spread of data around the mean

Variance- average of the squared difference from the mean, or the square of the standard deviation

Interquartile Range- covers middle two groups

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7
Q

The disadvantage and advantage of using interquartile range

A

it is not useful with small numbers of observations

help rule out extreme values or outliers in the data

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8
Q

the disadvantage of the mean and range

A

outliers/extreme values can affect the mean and range

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9
Q

Types of Data

A

Numerical (quantitative) Data

Categorical (qualitative) Data (e.g. male/female)

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10
Q

Continuous (numerical) data

Discrete (numerical) data

A

can take on any real-number value within some range

can only take specific value

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11
Q

Nominal, ordinal and dichotomous data

A
  1. NOMINAL - no natural order to the categories e.g. hair colour or degree of course
  2. ORDINAL- there is a natural order to the categories e.g. months of the year, satisfaction scale from 1-10
  3. DICHOTOMOUS - there are only 2 options e.g. yes/no vote, leave/remain vote
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12
Q

the disadvantage of the standard variation

A

large outliers will create a higher dispersion

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13
Q

What are the means of variance

A

variation - an average of how much each number in a group of numbers differs from the group mean.

mean deviation - a measure of how closely grouped your data values are.

standard deviation - the measure of the average distance our observations are from the mean.

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14
Q

how do you calculate mean deviation

A
  1. calculate the mean
  2. calculate the deviation of each value from the mean
  3. drop the negative sign
  4. find the mean of the deviations
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15
Q

how do you calculate standard deviation

A
    1. calculate the mean
  1. calculate the deviation of each value from the mean
  2. square each deviation
  3. sum of the squared deviation
  4. divide by n-1
  5. square root
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