When solving for the sample size needed to compute a 95 percent confidence interval for a population proportion p,having a given error bound E,we choose a value of that:
A) Makes as small as reasonably possible.
B) Makes 11ec8f00_120f_57d3_8cb5_6b4c2b909236_TB1736_11 as large as reasonably possible.
C) Makes 11ec8f00_120f_57d3_8cb5_6b4c2b909236_TB1736_11 as close to .5 as reasonably possible.
D) Makes 11ec8f00_120f_57d3_8cb5_6b4c2b909236_TB1736_11 as close to .25 as reasonably possible.
E) Both makes 11ec8f00_120f_57d3_8cb5_6b4c2b909236_TB1736_11 as large as reasonably possible and Makes 11ec8f00_120f_57d3_8cb5_6b4c2b909236_TB1736_11 as close to .25 as reasonably possible are correct.
Correct Answer:
Verified
Q21: When determining the sample size,if the value
Q21: When the level of confidence and sample
Q22: The exact spread of the t distribution
Q23: A confidence interval increases in width as
A)The
Q25: As standard deviation increases,sample size _ to
Q27: The width of a confidence interval will
Q29: When the level of confidence and the
Q31: Which of the following is an advantage
Q32: A tolerance interval is meant to contain
Q39: A confidence interval for the population mean
Unlock this Answer For Free Now!
View this answer and more for free by performing one of the following actions
Scan the QR code to install the App and get 2 free unlocks
Unlock quizzes for free by uploading documents