Chapter 2 - Measures of Location and Spread Flashcards

1
Q

What are measures of location, and can you name some examples?

A

✯ Measures of location describe the central tendency of the data.

Examples include: Mean, Mode, Median

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2
Q

How do we calculate the xth percentile?

A

✯ Px = X times nth value/ 100

where P1 represents 1% in the data etc..

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3
Q

When dealing with discrete data, what are the two steps we take into account?

A

✯ Decimal Number? Round Up

✯ Whole Number? Take an average, with the next number.

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4
Q

When dealing with continuous data (grouped data), what are the three steps we take into account?

A
  1. Check for Gaps in Data
  2. Take the Exact Value
  3. Use Linear Interpolation
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5
Q

What assumption is made when using linear interpolation?

A

✯ When linear interpolation is used, we assume that the data values are evenly distributed within each class.

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6
Q

How do you go about linear interpolation?

A
  1. Find the cumulative frequency (can find sample size)
  2. Find the value of interest and its nth term as an exact value.
  3. Find which class interval this falls under.
  4. Create a diagram to find the data value of interest.
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7
Q

What are measures of spread? Name me examples too.

A

✯ How spread out the data is.

  1. Range
  2. Interquartile Range.
  3. Interpecentile Range (Pm-Pn)
  4. Variance
  5. Standard Deviation
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8
Q

What is the variance and standard deviation?

A

✯ Variance is a square measure

✯ Standard deviation is the square root of the variance

✯ The variance and standard deviation of a statistical data measures the average spread of the data values from its mean value.

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9
Q

How can we code data?

A

✯ Formula

y = x-a/b

Where x is the original data value.

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10
Q

What is the difference between coding measures of locations vs measure of spread?

A

✯ In general, a measure of location is affected by all operations, but a measure of spread is only affected by x and ÷

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