Chapter 3 + 4 Flashcards

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1
Q

What is a discrete versus a continuous scale?

A

Discrete: has a sample space that can be counted like school grade= 1, 2 ,3 etc.
Continuous: a scale that includes decimals or fractions like height= 5.4 feet etc.

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2
Q

What are the 4 main types of scales and describe them

A
  1. Nominal
    - a scale containing individual defined categories
  2. Ordinal
    - have an specific order that is clear and contain no zero point, ex. a scale where the possible choices are “never, sometimes, often and always”
  3. Interval
    - have meaningful differences between each number and have no zero point, ex. calendar years, distances
  4. Ratio
    - contains a true zero point where typically the values represent a magnitude
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3
Q

What is a negative skew versus a positive skew?

A

In a frequency distribution graph a positive skew starts off with high values on the x-axis and tail slowly tapers down, whereas in a negative skew, the tail tapers on the left and builds to higher scores among the x-axis

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4
Q

Describe kurtosis and its 3 variations

A

Kurtosis describes the steepness of a skew in its center

  1. Platykurtic= relatively flat
  2. Leptokurtic= relatively peaked
  3. mesokurtic= in the middle
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5
Q

When is pearson r used versus spearmen rho in correlation?

A

Pearson r= when both variables are relatively linearly related
spearmen rho= when n<30 and data is ordinal

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6
Q

Describe reliability versus validity

A

Reliability: Refers to how the tool of measurement should remain consistent, measuring in the same way each time
Validity: Whether a test actually measures what it purports to measure

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7
Q

What are the 4 main types of sampling?

A
  1. Stratified
  2. Random
  3. Purposive
  4. Incidental
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8
Q

What is measurement error ? Explain the formula

A

Measurement error is the uncertainty in any given observed score. Thus, the observed score is equal to the True score plus measurement error, X= T+E

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9
Q

What is systematic versus random error?

A

Systematic error influences a test in a particular and consistent direction while random error is unpredictable variations

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10
Q

What is variance in relation to error ?

A

The total observed variance of a test is the true score variance plus the error variance .
Thus we can understand reliability as the proportion of true variance that makes up total variance

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