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                                                                                         1
Introduction to Statistics 
Data ­ numbers collected in a particular context that are studied for a purpose
Statistics ­ branch of mathematics that tries to make meaning of the 
                 collected data.
measure of central tendency
      an average of the set of data and tends to be located near the centre of the data

        • Mean 
        • Median
        • Mode

*Range ­



                                                                                          2
Memory Test A

light           scratch
shower          work
chicken         program
soccer          baby
water           computer
kitchen         magazine
gymnasium       family
garbage         bowling
bell            ceiling
sleep           countertop

                             3
4
Memory Test B

sound             watch
curtain           bench
basketball        thunderstorm
street            rooster
dress             machine
garage            library
cafeteria         brother
star              house
shell             alcohol
grocery           winter


                                 5
6
Percentiles
Percent score
  ­ how well you would have done on the test if it were marked out of 100

Example:
Marjoy writes a test and scores 48 out of possible 60 
marks.  Express this mark as a rate of percent. 




                                                                            7
Percentile Rank
         Comparing a Raw Score to All Other Scores
Suppose 100 students have written the same test as Marjoy. 
Suppose only 10 of these students score less than 48 out of 60. 

How does Marjoy's mark compare with the marks of the other 
students who have written the same test? 

Assume that no other student has scored exactly 48 out of 60. 




                                                                   8
Suppose, however, that of the 100 students who have written the same test 
as Marjoy, 90 of them score lower than 48 out of 60. 

How does Marjoy’s mark now compare with the marks of the other 
students? 

Assume no other student scores 48 out of 60. 




                                                                             9
Percentile Rank
   indicates the percent of all scores that fall below a particular score. 

  • The higher the percentile rank, the better the score
         compared to the other scores.
  • The lower the percentile rank, the poorer the score
         compared to the other scores.




B = number of scores Below a given score

E = number of scores Equal to the given score, including the given score. 
      *if there are no other scores equal to the given score, then E = 0. 

n = total number of scores
                                                                              10
The following is a set of 32 marks achieved by students on an examination worth 100 marks.




      Determine the percentile ranking for a raw score of 72.




                                                                                             11
Mac writes a college entrance examination and scores
1440 out of a possible 1800. Of the 875 students writing
the college entrance examination, 25 other students have
the same score as Mac and 680 students have lower
scores than him.

a) Find Mac's percentile rank.




b)In order to be considered for a particular college 
program, Mac needs a percentile rank of 75 or better. 
Is Mac's score high enough for him to be considered 
for the program?

                                                           12
Special Percentile Notation




You can also use the letter P and a subscript to denote a particular percentile




                                                                                  13
A survey is conducted of a community of 2000 families. 
The survey yields the following percentiles on family income.

   P25 = $23,500       P50 = $32,000
   P75 = $48,000       P90 = $100,000

• Approximately what percentage of families in the community earn more 
than $100,000 a year? 

• Approximately what percentage of families in the community earn less 
than $48,000 a year? 

• Approximately how many families in the community earn less than 
$23,500 a year?


                                                                          14
P25 = $23,500       P50 = $32,000
P75 = $48,000       P90 = $100,000




                                     15
Complete:  Assignment 1

                      iz tom orrow
              for a qu
   Pre pare




                                     16

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Percentile