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CASE STUDY: HIGHEST PAID WOMEN

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 

 


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!#!!$%
&''&'&'(')''(''')''&'''''''')&')
')')')
*+,#!!
*+,#
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)''&'&'&'''''''''''''''''')')')')
$##
/#"0!"!1"1"!"'"0!)$!1
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"!"!!0!0#"!&
STEM LEAF
0 ))))
1 &&&
2
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$0"3!1"!
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4"!
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+),;5

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Frequency class Frequency 0-10 5 11-20 18 21-30 0 31-40 2 We let the compensation be denoted by x. All the compensation listed below were used come up with this frequency distribution table. They are; 38.6,34.1,16.4,16.3,15.7,14.9,14.8,14.7,12.8,12.4,11.9,11.8,11.6,11.5,11.1,11.0,10.5,10.1,10.1,10.0,9.6,9.4,9.1,8.9,8.9 Part (a) frequency distribution table Part (b) stem leaf plot For a stem and leaf distribution to be plotted the decimals are rounded off. 39,34,16,16,16,15,15,15,13,12,12,12,12,12,11,11,11,10,10,10,10,10,9,9,9,9 The stem represent the 10s and the leaf represent the 1s for example If we begin with the least value as we have with the plot below, we get it to be 9. This value can be written as 09 where zero represents the stem while the ones digit is 9. Again if we have 16 the10s digit which represent the stem will be 1 and the ones digit representing the leaf will be 6. S ...
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