Estimate arithmetic mean, mode and average absolute


Estimate arithmetic mean, mode and average absolute deviation from the mean 

Annual Income

Number of Households

Under $10,000

20

$10,000-under $20,000

45

$20,000-under $30,000

70

$30,000-under $40,000

30

$40,000-under $50,000

15

$50,000-under $60,000

12

$60,000-under $70,000

8

Total

200

 

1. For the value 10,40,20,50 and 40, the value of the arithmetic mean is

a.32

b.40

c.30

d.34.5

 

2. For the data values, 20, 31,45,54,38,33,22,45, and 17, the mode is

a.33

b.34

c.38

d.45

 

3. The simplest measure of dispersion is the

a. Standard deviation

b. variance

c. Quartile deviation

d. range

 

4. The largest value in a set of data is 240, and the lowest value is 100. If the resulting frequency Distribution is to have seven classes of equal width, what will be the class width?

a.12

b.7

c.5

d.20

 

5. For the value 10,20,30,40 and 50, the average absolute deviation from the mean is

a.10

b.15

c.12

d.14

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Basic Statistics: Estimate arithmetic mean, mode and average absolute
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