Suppose that a report indicates that 28% of Canadian homeowners have experienced difficulty in making mortgage payments. Further suppose that a news organization randomly sampled 400 Canadian homeowners from 10 cities and found that 95 reported such difficulty. Does this indicate that the problem is less severe among homeowners in these cities? Assuming that p represents the proportion of homeowners in these 10 cities that experience difficulty in making mortgage payments, the correct null and alternative hypotheses to investigate this question is, Ho:p = 0.28 and HA :p> 0.28. O Ho:p = 0.28 and HA :P# 0.28. Ho:p+0.28 and HA :p = 0.28. Ho:p = 0.28 and HA :p < 0.28.

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Suppose that a report indicates that 28% of Canadian homeowners have
experienced difficulty in making mortgage payments. Further suppose that a news
organization randomly sampled 400 Canadian homeowners from 10 cities and found
that 95 reported such difficulty. Does this indicate that the problem is less severe
among homeowners in these cities? Assuming that p represents the proportion of
homeowners in these 10 cities that experience difficulty in making mortgage
payments, the correct null and alternative hypotheses to investigate this question is,
Ho:p = 0.28 and HA :p> 0.28.
O Ho:p = 0.28 and HA :P# 0.28.
O Ho:p#0.28 and HA :p = 0.28.
Ho:p = 0.28 and HA :p < 0.28.
Transcribed Image Text:Suppose that a report indicates that 28% of Canadian homeowners have experienced difficulty in making mortgage payments. Further suppose that a news organization randomly sampled 400 Canadian homeowners from 10 cities and found that 95 reported such difficulty. Does this indicate that the problem is less severe among homeowners in these cities? Assuming that p represents the proportion of homeowners in these 10 cities that experience difficulty in making mortgage payments, the correct null and alternative hypotheses to investigate this question is, Ho:p = 0.28 and HA :p> 0.28. O Ho:p = 0.28 and HA :P# 0.28. O Ho:p#0.28 and HA :p = 0.28. Ho:p = 0.28 and HA :p < 0.28.
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