A) Determine the average owner occupancy rate (percentage) for the three cities: From the following data City Owner occupancy (percentage) 40.3 Number of housing units (thousands) 1,135 A в 56.4 113 62.1 210 B) The mean temperature in Islamabad in the month of January is 16°c with a standard deviation of 0.5°c. On January 15, the temperature is 4c standard deviation above the mean. What is the temperature on January 15? C) From the following Distribution of Gasoline mileage of 200 vehicles. Mileage | No of vehicles 30 - 34 18 35 - 39 26 40 - 44 48 45 - 49 76 50 – 54 32 1. Find Pearsonian Coefficient of Skewness from the distribution using the formula based on quartile.

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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A) Determine the average owner occupancy rate (percentage) for the three cities: From the following data
City
Owner occupancy
(percentage)
40.3
Number of housing units
(thousands)
1,135
A
в
56.4
113
62.1
210
B) The mean temperature in Islamabad in the month of January is 16°c with a standard deviation of
0.5°c. On January 15, the temperature is 4°c standard deviation above the mean. What is the
temperature on January 15?
C) From the following Distribution of Gasoline mileage of 200 vehicles.
Mileage
No of vehicles
30 - 34
35 - 39
40 - 44
45 - 49
50 – 54
18
26
48
76
32
1. Find Pearsonian Coefficient of Skewness from the distribution using the formula based on quartile.
Transcribed Image Text:A) Determine the average owner occupancy rate (percentage) for the three cities: From the following data City Owner occupancy (percentage) 40.3 Number of housing units (thousands) 1,135 A в 56.4 113 62.1 210 B) The mean temperature in Islamabad in the month of January is 16°c with a standard deviation of 0.5°c. On January 15, the temperature is 4°c standard deviation above the mean. What is the temperature on January 15? C) From the following Distribution of Gasoline mileage of 200 vehicles. Mileage No of vehicles 30 - 34 35 - 39 40 - 44 45 - 49 50 – 54 18 26 48 76 32 1. Find Pearsonian Coefficient of Skewness from the distribution using the formula based on quartile.
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