The First and Fifth statement is correct.
Given,
Survey of randomly-selected students on a campus of 1,000 students conducted who preferred coffee to tea. The sample proportion is found to be 59%.
We have to find out which statement is true.
Since the sample statement is [tex]59%[/tex][tex]\%[/tex] . It means on every 100 students, 59 students prefer coffee over tea.
The first statement is 590 students must prefer coffee to tea. this statement is true.
The second statement is Less than 590 students must prefer coffee to tea. this statement is false .
The third statement is More than 590 students must prefer coffee to tea. this statement is also false.
The fourth statement is The sample proportion must precisely represent the entire population’s choice is also wrong because we conduct the survey only on students but population contains adults, child and aged peoples so we can't clearly make a conclusion that it is a entire populations choice. So this statement is also false.
The fifth statement is the population proportion is not necessarily equal to the sample proportion. this is true because from the fourth statement it is clear the above survey is only conducted for the college students so it is not necessarily equal for population proportion.
Hence the First and Fifth statement is correct.
For more details on follow the link:
https://brainly.com/question/4691267
