A random sample of 100 people was taken. Eighty of the people in the sample favoured Candidate A. We are interested in determining whether or not the proportion of the population in favour of Candidate A is significantly more than 75%.

The results are as followed, 70 percent of the people said yes it is for denise and 30 percent said it is not. For Frank 50 percent said yes it is, and 50 percent said that it is not. 1) Present the game results: Include the empirical results recorded in the lab (or use the results provided). Discuss any strategies you adopted or any issues you encountered in the experiment. 2) Solve the game: Represent the game as a matrix or game tree (appropriate to the game at hand) Solve the game according to the assumptions of game theory explain detailing how you did this. 3) Comparison: Compare the empirical results in 2) to your formal solution in 3); Is there any variation between them? Comment on potential reasons for any variation (or lack of variation).

The average time of students spend on reading per day is __________. a sample random variable a fixed variable a continuous random variable a discrete random variable

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