Compute sample variance of the ages
The ages of five randomly chosen professors are 62, 59, 51, 60, and 41. Calculate the sample variance of these ages. If the odds against winning a game are 3 to 4, what is the probability of winning the game?
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Provide one specific example to show how you can use Expected Value computation to assess the fairness of game (probability experiment). Provide the steps and calculations. My advice is to keep game simple!
In automobile manufacturer has find out that 30% of all gas tanks. If 14 of these cars are independently sampled, find probability that more than half need new gas tanks?
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The ages of five randomly chosen professors are 62, 59, 51, 60, and 41. Compute sample variance of the ages. If odds against winning game are 3 to 4, find the probability of winning game?
Post a behavioral research situation that could use a Pearson coefficient research study and a chi square research study. Present the rationale for each selection. Be very specific in your presentation.
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A risk averse person with von-Neumann-Morgenstern utility index of: U = 1n(Y) has 20% chance that disaster will decrease her regular income of $100,000 to zero. Find her optimal bundle of contingent claims?
Assign access point channels to the five access points if you are using 802.11 n. Try not to have any access points that can hear each other on the same channel. Available channels are 2, 3, and 9.
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