Advanced Placement Test On Statistics! Trivia Questions Quiz
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Below is a trivia questions quiz on Advanced Placement Test on Statistics! How attentive have you been in your statistics classes and is it enough to pass the quiz below with ease? How about you give it a shot and see what chances you have of passing the main exam. All the best and be sure to keep revising!
- 1.Moving times (in minutes) and weights (in pounds) were recorded for a random sample of 20 moving jobs requiring three-man crews, and the results of the regression analysis are shown below. The equation for the least-squares regression line is:
- A.
Predicted weight = 21.84 + 0.037(Time)
- B.
Predicted time = 21.84 + 0.037(Weight)
- C.
Predicted weight = 25.54 + 0.003(Time)
- D.
Predicted time = 25.54 + 0.003(Weight)
- E.
Predicted time = 0.037 + 21.84(Weight)
- 2.The cause of death and the age of the deceased are recorded for 454 patients from a hospital. Use these values to estimate the probability that a person at this hospital died as a result of an accident if it is known the person was between the ages of 45 and 54.
- A.
0.0264
- B.
0.0976
- C.
0.1322
- D.
0.2000
- E.
0.4878
- 3.The median of a distribution is 150, and the interquartile range is 50. Identify the statement(s) that must be true. (I). Apprx. 50% of the data are between 125 and 175. (II). Apprx. 50% of the data are less than or equal to 150. (III). Apprx. 75% of the data are greater than 125.
- A.
I only
- B.
II only
- C.
I and III only
- D.
II and III only
- E.
I, II, and III
- 4.For Hospital A, the average waiting time (time between walking in the door and seeing a doctor) in the emergency room is 135 minutes with a standard deviation of 45 minutes. For Hospital B, the average waiting time in the emergency room is 90 minutes with a standard deviation of 22.5 minutes. In which hospital are you more likely to wait less than 45 minutes? Assume the distribution of waiting times are normal.
- A.
Hospital B, because the average wait-time is only 90 minutes, rather than 135 minutes in Hospital A.
- B.
Hospital A, because with twice the standard deviation of Hospital B, it has twice the spread.
- C.
Neither, because for both hospitals, the probability of waiting less than 45 minutes is 2.275%.
- D.
Neither, because for both hospitals, the probability of waiting less than 45 minutes is 97.725%.
- E.
It is impossible for any patient to wait less than 45 minutes in either hospital unless the patient is in critical condition.
- 5.A regression equation is given as log(y-hat) = 0.214 - 1.28(x). What is the (approximate) predicted value for y when x = 2?
- A.
- 2.346
- B.
- 0.171
- C.
0.005
- D.
0.167
- E.
Cannot be determined.
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