A sample of 380 customers selected from Supermarket I produced a mean satisfaction index of 7.6 with a standard deviation of 0.75. Another sample of 370 customers selected from Supermarket II produced a mean satisfaction index of 8.1 with a standard deviation of 0.59. Assume that the customer satisfaction indexes for the two supermarkets have unknown and unequal population standard deviations. .Let and  be the mean of Supermarket I and Supermarket II, respectively. Using 98% confidence level. Determine the following: a) Reliability factor b) Standard error. c) Point estimate of μ1-μ2 d) confidence interval of μ1-μ2

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A sample of 380 customers selected from Supermarket I produced a mean satisfaction index of 7.6 with a standard deviation of 0.75. Another sample of 370 customers selected from Supermarket II produced a mean satisfaction index of 8.1 with a standard deviation of 0.59. Assume that the customer satisfaction indexes for the two supermarkets have unknown and unequal population standard deviations. .Let and  be the mean of Supermarket I and Supermarket II, respectively. Using 98% confidence level.

Determine the following:

a) Reliability factor

b) Standard error.

c) Point estimate of μ1-μ2

d) confidence interval of μ1-μ2

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