**6.7** A grocery supermarket chain is considering an outlet near a new middle-income housing development. They want to be certain that the average income is above $42,000 per year. A random sample of 36 families from the development gives a mean income of $43,500 per year with a standard deviation of $900 per year. Should they establish the outlet? Justify your answer using a 2% level of significance.

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**6.7**

A grocery supermarket chain is considering an outlet near a new middle-income housing development. They want to be certain that the average income is above $42,000 per year. A random sample of 36 families from the development gives a mean income of $43,500 per year with a standard deviation of $900 per year. Should they establish the outlet? Justify your answer using a 2% level of significance.
Transcribed Image Text:**6.7** A grocery supermarket chain is considering an outlet near a new middle-income housing development. They want to be certain that the average income is above $42,000 per year. A random sample of 36 families from the development gives a mean income of $43,500 per year with a standard deviation of $900 per year. Should they establish the outlet? Justify your answer using a 2% level of significance.
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