3. State the null and alternative hypotheses that would be used to test each of the following claims. Write the claim and hypotheses in math notation. Choose the correct parameter: population mean or population proportion.

3(c). A certain television station has been providing live coverage of a particularly sensational criminal trial. The station's program director wishes to know whether more than a quarter of the potential viewers prefer a return to regular daytime programming.

Claim: [ Select ] ["p", ""] [ Select ] [">", "=", "", "<", "", ""] 0.25

H₀: [ Select ] ["p", ""] [ Select ] ["=", "<", "", ">"] 0.25

H_a: [ Select ] ["p", ""] [ Select ] [">", "<", "", "="] 0.25

3(d). The mean age of patients at Memorial Hospital is no more than 54 years.

Claim: [ Select ] ["", "p"] [ Select ] ["", ">", "", "", "<", "="] 54

H₀: [ Select ] ["p", ""] [ Select ] [">", "=", "<", ""] 54

H_a: [ Select ] ["", "p"] [ Select ] ["=", ">", "", "<"] 54

3(e). A politician will receive at least 59% of the vote in an upcoming election.

Claim: [ Select ] ["p", ""] [ Select ] ["", "<", ">", "", "=", ""] 59%

H₀: [ Select ] ["p", ""] [ Select ] [">", "=", "", "<"] 59%

H_a: [ Select ] ["", "p"] [ Select ] ["", "=", "<", ">"] 59%