Unit 4.4 Interpreting Statistics

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Last updated 12:07 AM on 7/10/26
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22 Terms

1
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Percent means-

“Out of one hundred”

2
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How would 77% be expressed as a fraction?

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3
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What is 77% in decimal form?

  • 0.77

  • 77 ÷ 100

4
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What is the easiest way to solve a question like this: a student got 81/110 questions right on a test. What percentage did they get?

  • 81 ÷ 110 × 100 = 74%

5
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Define quartiles

  • Three values that split a data set into four equal parts

  • Q1, Q2, Q3

  • Most easily determined when data is arranged from low to high or high to low

  • Once arranged, determine middle point which is the median and Q2

  • Q1 splits the bottom half of the data

  • Q3 splits the top half of the data

  • (3 splices gets you 4 parts!)

6
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Describe quartiles with an odd number (easier one)

  • The middle number will be the median (Q2) with an equal number of values on either side

  • Find the middle point of below and above the median and that’s Q1 and Q3

7
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Describe quartiles with an even number (harder one)

  • All Q’s will be partial whole numbers (e.g. 2.5)

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If a question asked what would it mean if you scored in the highest quartile, how would you describe it?

  • Above Q3 value

  • Top 25% of the data

9
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Define percentile

A value which is obtained when an ordered data set is divided into 100 percentage parts

10
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Define percentile rank

  • Indicates the percentage of scores that are below the indicated score

  • Ranked in the 100th percentile? Means you are ranked 1st because 100% of your competitors scored below you

  • 82nd score? Means 82% of the scores were below you

11
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What is the formula for percentile? The answer found means what?

  • Where x is the score you are determining the percentile ranking of

  • If the answer is 67% this means you are ranked in the 67th percentile

<ul><li><p>Where x is the score you are determining the percentile ranking of</p></li><li><p>If the answer is 67% this means you are ranked in the 67<sup>th</sup> percentile </p></li></ul><p></p>
12
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If someone scored in the 85th percentile, does that mean their grade on the test was 85%?

  • No

  • Means 85% of the students obtained marks that were lower

  • A value that indicates the student’s placement compared to all other students

13
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When thinking about percentile, if a question states someone got a score of 92 and you need to determine how many people got the same score, do you include the person we’re investigating?

Yes

14
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Are percentage and percentile the same?

  • NO

  • Percentage represents your individual result

  • Percentile considers your result in comparison to the entire group of participants

15
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Define statistical index

A single number calculated by combining several different quantities/prices/other measures

16
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What is the plural form of index?

Indices

17
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Why is the Consumer Price Index (CPI) important?

Because the rate at which it increases or decreases is a measure of inflation or deflation

18
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What is the Consumer Price Index?

  • Every month, StatsCan creates an imaginary basket of necessities and calculates how much it would cost in total

  • Process is repeated monthly and the prices are compared

  • Some prices in the basket may go up, some may go down

  • The overall change in price is an indication of how the economy is doing

19
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What is the Consumer Price Index based on? i.e. what do they compare it to?

  • The reference/base year is 1992

  • That year has been assigned the value of 100 and every year is compared to that one

20
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What is the formula for the Consumer Price Index?

  • Increase in CPI (top shelf) means you subtract the years from each other

<ul><li><p>Increase in CPI (top shelf) means you subtract the years from each other</p></li></ul><p></p>
21
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What does it mean is the percentile is positive? Negative?

  • Positive means there was a price increase between the years

  • Negative means the price decreased over that time

22
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If a question as you to determine the cost of something in a later year compared to an earlier year, what’s an easy way to do it?

  • Take the number of the later year and divide it by the earlier year

  • Multiply the answer by the known cost