text: find the p-value for this case!? usa today reported that about 47% of the general consumer population in the united states is loyal to the automobile manufacturer of their choice.  suppose that chevrolet did a study of a random sample of 1006 chevrolet owners and found that 490 said that they would buy another chevrolet.  does this indicate that the population proportion of consumers loyal to chevrolet is more that 47%?  find the p-value for this test.  (ha: p > 0.47)  (a) there is insufficient evidence to warrant rejection that the proportion is more than 47%. (b) there is not sufficient evidence to conclude the proprotion of loyal chevrolet consumers is more than 47%. (c) there is sufficient evidence to conclulde the proprotion of loyal chevrolet consumers is more than 47%. (d) there is sufficient evidence to accept that the proportion is above 47%. if the population proportion of consumers loyal to chevrolet is exactly 47% then the probability that 490 or more of a sample of 1006 chevrolet consumers will be loyal is approximately 14.6%.  draw your own conclusions, but it looks like b.