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Argonia's insurance companies

Expert replies
by annakool1009 » Mon Jan 05, 2009 1:00 pm
In Argonia the average rate drivers pay for car accident insurance is regulated to allow insurance companies to make a reasonable profit. Under the regulations, the rate any individual driver pays never
depends on the actual distance driven by that driver each year. Therefore, Argonians who drive less than average partially subsidize the insurance of those who drive more than average.

The conclusion above would be properly drawn if it were also true that in Argonia

(A) the average accident insurance rate for all drivers rises whenever a substantial number of new drivers buy insurance
(B) the average cost to insurance companies of insuring drivers who drive less than the annual average is less than the average cost
of insuring drivers who drive more than the annual average
(C) the lower the age of a driver, the higher the insurance rate paid by that driver
(D) insurance company profits would rise substantially if drivers were classified in terms of the actual number of miles they drive each year
(E) drivers who have caused insurance companies
to pay costly claims generally pay insurance rates that are equal to or lower than those paid by other drivers
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Source: — Critical Reasoning |

by canada_sms » Mon Jan 05, 2009 2:36 pm
I think B is the best answer.

If the costs to insure are different based on distance driven (lower the distance, lower the cost) but the actual amount charged is not based on distance driven, then there is a clear imbalance. This strengthens the conclusion that those who drive less than average subsidize those who drive more than average.
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by ronniecoleman » Mon Jan 05, 2009 9:20 pm
Under the regulations, the rate any individual driver pays never
depends on the actual distance driven by that driver each year.


conclusion: Argonians who drive less than average partially subsidize the insurance of those who drive more than average.



primese cannot draw the conclusion....
there has to be some premise that prove that cost is related to distance travelled....

to make the conclusion work!!!

IMO B
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by ashley.com » Fri May 13, 2016 2:38 am
I will go with option B in this case.
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