Calculate the sample average and sample standard deviation

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Reference no: EM131966755

In response to the belief that house prices have changed over the past year an estate agent has drawn a random sample of 100 completed house purchases and recorded the selling price in each case.

You examine the records of selling prices and find the following frequency distribution:

Table 1 Selling prices

Selling price (£)

10,000

12,000

15,000

17,000

20,000

Number of house purchases

11

25

40

17

7

a. Calculate the sample average and sample standard deviation of selling prices (round to two decimal places).

b. Assuming that the sample standard deviation is a very good approximation of the true population standard deviation, calculate a 90% confidence interval and a 99% confidence interval for selling prices. Comment on the difference between the two intervals and explain the reason for it.

c. The average price in the previous year was £13,500.

Using a significance level of 5%, test whether there has been an increase in house prices. State your conclusion clearly.

Reference no: EM131966755

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