Unit 2 Flashcards

(9 cards)

1
Q

What do representative values tell us?

A

They summarize a dataset with a single value that reflects the center or typical score.

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2
Q

Are some measures of representative values better than others? When? Why?

A

Yes. Mean uses all data and is best for symmetric distributions; Median is better for skewed data or outliers; Mode is useful for categorical data.

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3
Q

How do you calculate the median when you have an odd number of values in a set of data?

A

Order values from smallest to largest and select the middle value.

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4
Q

What does variability tell us?

A

How spread out the data are and how much scores differ from each other.

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5
Q

What are the steps for calculating variance?

A

1) Find the mean; 2) Subtract mean from each score; 3) Square deviations; 4) Sum squares; 5) Divide by N (population) or n−1 (sample).

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6
Q

Why is the standard deviation the most widely use method for describing variability?

A

It uses all scores, is in original units, and reflects average distance from the mean.

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7
Q

What are the steps for computing the standard deviation?

A

1) Compute variance; 2) Take the square root of the variance.

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8
Q

How do you convert a raw score to a Z score?

A

Subtract the mean from the raw score and divide by the standard deviation: z = (X − μ) / σ.

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9
Q

How do you convert a Z score to a raw score?

A

Multiply the Z score by the standard deviation and add the mean: X = μ + zσ.

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