Question
2. If, in a dataset with 441 observations, you compute a sample mean of 6 and a sample variance of 4, the corresponding 95% confidence
2.
If, in a dataset with 441 observations, you compute a sample mean of 6 and a sample variance of 4, the corresponding 95% confidence interval for the population mean will be approximately:
a. (3.44,4.56). b. (5.23.6.74). c. (2.64,3.75). d. (5.63,6.37). e. None of the above
3.
Consider the table below, which contains the joint distribution of weather and commuting times. What is the marginal probability of a short commute? a. .22. b. .46. c. .68. d. .50. e. None of the above.
Rain(X=0) | No Rain(X=1) | |
Long Commute(Y=0) | 0.22 | 0.10 |
Short Commute(Y=1) | 0.22 | 0.46 |
4.
Using the same table as in question 3, what is the probability of a short commute, given that it will rain? a. .50. b. .22. c. .82. d. .68. e. None of the above.
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