Question Tag: Semi-Interquartile Range

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QTB – Nov 2015 – L1 – SB – Q3 – Data Collection Analysis

Calculate the semi-interquartile range and standard deviation for the income distribution of families.

The table below shows the hypothetical incomes of some families in a locality:

Income (N) Percent (%)
1000 – 1999 6.2
2000 – 2999 5.9
3000 – 3999 7.2
4000 – 4999 8.8
5000 – 5999 7.8
6000 – 6999 15.0
7000 – 7999 17.6
8000 – 8999 12.8
9000 – 9999 8.5
10,000 – 10,999 10.2

Required:

a. Determine the semi-interquartile range for the incomes of the families. (10 Marks)

b. Determine the standard deviation for the incomes of the families. (10 Marks)

(Total: 20 Marks)

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QTB – Nov 2015 – L1 – SB – Q3 – Data Collection Analysis

Calculate the semi-interquartile range and standard deviation for the income distribution of families.

The table below shows the hypothetical incomes of some families in a locality:

Income (N) Percent (%)
1000 – 1999 6.2
2000 – 2999 5.9
3000 – 3999 7.2
4000 – 4999 8.8
5000 – 5999 7.8
6000 – 6999 15.0
7000 – 7999 17.6
8000 – 8999 12.8
9000 – 9999 8.5
10,000 – 10,999 10.2

Required:

a. Determine the semi-interquartile range for the incomes of the families. (10 Marks)

b. Determine the standard deviation for the incomes of the families. (10 Marks)

(Total: 20 Marks)

Login or create a free account to see answers

Find Related Questions by Tags, levels, etc.

Report an error

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