The following table is prepared to create a frequency histogram for an Italian restaurant in Wilmington, Delaware, based on the restaurant’s daily revenue data collected in the past 92 days. For example, the frequency of 18 means for 18 of the past 92 days, the daily revenue of this restaurant is between $0 and $2,000.   Class (revenue) Frequency $0 to $2,000 18 $2,000 to $4,000 21 $4,000 to $6,000 26 $6,000 to $8,000 --- $8,000 to $10,000 11 $10,000 to $12,000 4   What is the width of each class for this distribution?   (a)        $10,000   (b)       $8,000   (c)        $5,000   (d)       $2,000   What should be the frequency for the 4th class ($6,000 to $8,000)? (a)        100   (b)       92 (c)        12   (d) 10   What is the percentage of days, i.e., the relative frequency, that the restaurant generated between $2,000 and $4,000 in revenue?   (a)        0.100   (b)       0.228   (c)        0.325 (d)       0.500

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The following table is prepared to create a frequency histogram for an Italian restaurant in Wilmington, Delaware, based on the restaurant’s daily revenue data collected in the past 92 days. For example, the frequency of 18 means for 18 of the past 92 days, the daily revenue of this restaurant is between $0 and $2,000.

 

Class (revenue)

Frequency

$0 to $2,000

18

$2,000 to $4,000

21

$4,000 to $6,000

26

$6,000 to $8,000

---

$8,000 to $10,000

11

$10,000 to $12,000

4

 

  1. What is the width of each class for this distribution?

 

(a)        $10,000

 

(b)       $8,000

 

(c)        $5,000

 

(d)       $2,000

 

  1. What should be the frequency for the 4th class ($6,000 to $8,000)?

(a)        100

 

(b)       92

(c)        12

 

(d) 10

 

  1. What is the percentage of days, i.e., the relative frequency, that the restaurant generated between $2,000 and $4,000 in revenue?

 

(a)        0.100

 

(b)       0.228

 

(c)        0.325

(d)       0.500

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