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Answer:
a. What is the mean amount spent on advertising?
- $2.55 billion
b. What is the median amount spent on advertising?
- $2.265 billion
c. What are the first and third quartiles?
- first quartile = $2.04 billion
- third quartile = $ 3.055 billion
Explanation:
Company Advertising expense (in $ billion)
Procter and Gamble 5.00
American Express 2.19
Comcast 3.08
General Motors 2.15
AT&T 2.91
Toyota 2.09
Ford 2.56
Fiat Chrysler 1.97
Verizon 2.44
Walt Disney Company 1.96
Loreal 2.34
J.P. Morgan 1.88
total $30.57 billion
mean $2.55 billion
median is between $2.19 and $2.34 ⇒( $2.19 + $2.34) / 2 = $2.265
first quartile = ($1.88 + $1.96 + $1.97 + $2.09 + $2.15 + $2.19) / 6 = $12.24 / 6 = $2.04
third quartile = ($2.34 + $2.44 + $2.56 + $2.91 + $3.08 + $5) / 6 = $18.33 / 6 = $3.055
a. The mean amount spent on advertising is $2.55 billion
b. The median amount spent on advertising is $2.265 billion
c. The first and third quartiles is
first quartile = $2.04 billion
third quartile = $ 3.055 billion
- The calculation is as follows:
Company Advertising expense (in $ billion)
Procter and Gamble 5.00
American Express 2.19
Comcast 3.08
General Motors 2.15
AT&T 2.91
Toyota 2.09
Ford 2.56
Fiat Chrysler 1.97
Verizon 2.44
Walt Disney Company 1.96
Loreal 2.34
J.P. Morgan 1.88
total $30.57 billion
mean $2.55 billion
median is between $2.19 and $2.34
= ( $2.19 + $2.34) ÷ 2
= $2.265
first quartile = ($1.88 + $1.96 + $1.97 + $2.09 + $2.15 + $2.19) ÷ 6
= $12.24 ÷ 6
= $2.04
third quartile = ($2.34 + $2.44 + $2.56 + $2.91 + $3.08 + $5) ÷ 6
= $18.33 ÷ 6
= $3.055
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