WEEK 6 Flashcards

1
Q

what is descriptive statistics

A

describes the properties or characteristics of a dataset

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2
Q

define inferential statistics

A

infers information about the nature of differences or relationships in a population of a sample

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3
Q

describe nominal data and given an example

A
  • data that is labelled or classified into mutually exclusive categories
  • categories cannot be ordered in a meaningful way

eg the exercise

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4
Q

describe ordinal data and give an eg

A
  • data that are labelled or classified into mutually exclusive categories
  • categories have a clear sequential order

eg kettlebell colour

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5
Q

describe interval data and give an eg

A
  • data is on a continuous scale, with equal interval points
  • zero point is arbitrary

eg the date of a personal best

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6
Q

describe ratio data and give an eg

A
  • data on a continuous scale, with equal intervals between points
  • zero point is absolute

eg age at personal best

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7
Q

describe the mean

A
  • the sum of all scores, divided by the number of scores
  • the point where the Toal distance of points above it equals the total distance of the points below it
  • each score has the same weight
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8
Q

what are the advantages of x2 or disadvantages x2

A
  • considers all values
  • used in inferential statistics

disadvantages:

  • sensitivty= if there are outliers to the mean can lead to misinterpretation
  • only suitable for continuous data
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9
Q

describe the median

A
  • the middle point of all the scores
  • if the number of scores is even the median would fall in between two scores, but usually the highest number is considered
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10
Q

2x advantages, 1 x disadvantage

A

adv:

  • does not consider the actual values of the score
  • good for ordinal data, sometimes interval or ratio

dis:

  • extremes have little impact on the measurement
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11
Q

describe the mode

A
  • the scores that occur most frequently
  • if multiple scores occur most frequently, then there are multiple modes
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12
Q

3 x advantages of mode and 2 x disadvantages of mode

A

adv;

  • easy to calculate
  • useful especially if data are normally distributed
  • suitable for nominal scales

dis:
- it changes depending on the way we group the values
- less frequent scores have no impact

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13
Q

define range

A

difference between the maximum and minimum scores

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14
Q

define sample variance

A

considers all values and calculates the distance of each from the man

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15
Q

define estimating population varies

A

we often want to estimate the variance in a population from a sample

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16
Q

describe sample standard deviation

A
  • the square root of the variance
  • accounts for all scores and is meaningful
17
Q

define population standard deviation

A

to estimate the standard deviation in the population

18
Q

describe standard error of mean

A
  • not a measure of variability, although it looks and sounds like one
  • will be smaller and standard deviation