Question #7500050
Probability Problem dealing with expected value and other concepts?
64% of voters support candidate A in an upcoming election. We survey 900 voters chosen at random. Let Y denote the # of voters out of 900 surveyed voters who support candidate A and let p hat denote the proportion of voters out of the 900 surveyed voters who support candidate A. 1. What is the expected value of Y i.e. E(Y)? 2. What is the variance of Y i.e. what is Var(Y)? 3. What is the standard deviation of Y i.e. what is SD(Y)? 4. By useing a computer software package, what is the exact probability that at least 2/3 of the surveyed voters support candidate A i.e. what is P(Y greater than or equal to 600)?
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Probability Problem dealing expected concepts voters support candidate upcoming election survey voters chosen random denote voters surveyed voters support candidate denote proportion voters surveyed voters support candidate A
1 expected E Y
2 variance Var Y
3 standard deviation SD Y
4 useing computer software package probability surveyed voters support candidate greater 600
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