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Although only 2 percent of drivers on State X’s highways drove sports cars, 25 percent of all vehicles ticketed for speeding in the past 90 days were sports cars. Clearly, sports car drivers on State X highways are more likely to speed than are drivers of other kinds of vehicles.
The conclusion drawn above depends on which of the following assumptions?
1)Drivers on State X highways speed more often than do drivers on highways not covered in the report. 2)Many of the vehicles ticketed for speeding were ticketed more than once during the time period covered by the report. 3)Drivers who are ticketed for speeding are more likely to speed regularly than are drivers who are not ticketed. 4)The number of drivers ticketed for speeding was greater than the number of sportscars. 5)Drivers of sports cars are less likely to be ticketed for speeding than are drivers of other kinds of cars.
Massive confusion between 2 and 3- .OA IS 3. Could someone explain this?
eg Total there are 100 cars , 2% - 2 cars are sports cars. Suppose 20 cars have been ticketed , 25% , ie 5 cars were sports cars - This means that the same drivers would have been ticketed twice.----(A)
Is option B incorrect because according to (A) , it is an inference and does not necessarily need to hold?
Still interested in this question? Check out the "Best Topics" block below for a better discussion on this exact question, as well as several more related questions.
Although only 2 percent of drivers on State X’s highways drove sports cars, 25 percent of all vehicles ticketed for speeding in the past 90 days were sports cars. Clearly, sports car drivers on State X highways are more likely to speed than are drivers of other kinds of vehicles.
The conclusion drawn above depends on which of the following assumptions?
1)Drivers on State X highways speed more often than do drivers on highways not covered in the report. 2)Many of the vehicles ticketed for speeding were ticketed more than once during the time period covered by the report. 3)Drivers who are ticketed for speeding are more likely to speed regularly than are drivers who are not ticketed. 4)The number of drivers ticketed for speeding was greater than the number of sportscars. 5)Drivers of sports cars are less likely to be ticketed for speeding than are drivers of other kinds of cars.
Massive confusion between 2 and 3- .OA IS 3. Could someone explain this?
eg Total there are 100 cars , 2% - 2 cars are sports cars. Suppose 20 cars have been ticketed , 25% , ie 5 cars were sports cars - This means that the same drivers would have been ticketed twice.----(A)
Is option B incorrect because according to (A) , it is an inference and does not necessarily need to hold?
Still interested in this question? Check out the "Best Topics" block above for a better discussion on this exact question, as well as several more related questions.