The college newspaper of a large Midwestern university periodically conducts a survey of students on campus to determine the attitude on campus concerning issues of interest. Pictures of the students interviewed, along with quotes of their responses, are printed in the paper. Students are interviewed by a reporter “roaming” the campus who selects students to interview “haphazardly.” On a particular day the reporter interviews five students and asks them if they feel there is adequate student parking on campus. Four of the students say no. The sample proportion that respond “no” is thus 0.8. Reference: Ref 12-3 Referring to the information above, the standard error of is Select one: a. 0.8. b. 0.64. c. 0.4. d. 0.18. e. 0.032.
The college newspaper of a large Midwestern university periodically conducts a survey of students on campus to determine the attitude on campus concerning issues of interest. Pictures of the students interviewed, along with quotes of their responses, are printed in the paper. Students are interviewed by a reporter “roaming” the campus who selects students to interview “haphazardly.” On a particular day the reporter interviews five students and asks them if they feel there is adequate student parking on campus. Four of the students say no. The sample proportion that respond “no” is thus 0.8. Reference: Ref 12-3 Referring to the information above, the standard error of is Select one: a. 0.8. b. 0.64. c. 0.4. d. 0.18. e. 0.032.
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The college newspaper of a large Midwestern university periodically conducts a survey of students on campus to determine the attitude on campus concerning issues of interest. Pictures of the students interviewed, along with quotes of their responses, are printed in the paper. Students are interviewed by a reporter “roaming” the campus who selects students to interview “haphazardly.” On a particular day the reporter interviews five students and asks them if they feel there is adequate student parking on campus. Four of the students say no. The sample proportion that respond “no” is thus 0.8.
Referring to the information above, the standard error of is
Reference: Ref 12-3
Referring to the information above, the standard error of is
Select one:
a. 0.8.
b. 0.64.
c. 0.4.
d. 0.18.
e. 0.032.
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