Question

George decides to investigate further the PC gamer proportion. To this end, he is in the process of conducting another survey in order to confirm his findings. He is trying to determine the minimum number of surveys to print and distribute so that he is $ 90 \% $ confident that his estimate is within $ 5 \% $ of the true proportion. Use the fact from the article that states the proportion of PC game system players is $ 15 \% $, i.e. $ p=0.15 $. Round your minimum sample size to the appropriate whole number integer value. Minimum Number of Surveys = $ \square $ Each survey costs $ \$ 2.85 $ to print and distribute. George only has $ \$ 400 $ budgeted for this data collection. Which of the following best describes the situation. A. George has enough money to print and distribute the required number of surveys. B. George does not have enough money to print and distribute the required number of surveys. C. George should go have a nice dinner in celebration of completing the exam instead of worrying about the number of surveys he should print and distribute. Answer: $ \square $

          George decides to investigate further the PC gamer proportion. To this end, he is in the process of conducting another survey in order to confirm his findings. He is trying to determine the minimum number of surveys to print and distribute so that he is \( 90 \% \) confident that his estimate is within \( 5 \% \) of the true proportion. Use the fact from the article that states the proportion of PC game system players is \( 15 \% \), i.e. \( p=0.15 \).

Round your minimum sample size to the appropriate whole number integer value.

Minimum Number of Surveys = \( \square \)

Each survey costs \( \$ 2.85 \) to print and distribute. George only has \( \$ 400 \) budgeted for this data collection. Which of the following best describes the situation.
A. George has enough money to print and distribute the required number of surveys.
B. George does not have enough money to print and distribute the required number of surveys.
C. George should go have a nice dinner in celebration of completing the exam instead of worrying about the number of surveys he should print and distribute.

Answer: \( \square \)

George decides to investigate further the PC gamer proportion. To this end, he is in the process of conducting another survey in order to confirm his findings. He is trying to determine the minimum number of surveys to print and distribute so that he is 90 % confident that his estimate is within 5 % of the true proportion. Use the fact from the article that states the proportion of PC game system players is 15 %, i.e. p=0.15.

Round your minimum sample size to the appropriate whole number integer value.

Minimum Number of Surveys = □

Each survey costs $ 2.85 to print and distribute. George only has $ 400 budgeted for this data collection. Which of the following best describes the situation.
A. George has enough money to print and distribute the required number of surveys.
B. George does not have enough money to print and distribute the required number of surveys.
C. George should go have a nice dinner in celebration of completing the exam instead of worrying about the number of surveys he should print and distribute.

Answer: □

Added by Kathryn L.

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