SAT官方每日一题:2012年4月9日
 2012-04-21来源:互联网
        2012年04月09日
考试类型: Mathematics > Standard Multiple Choice
Read the following SAT test question and then click on a button to select your answer.
  If a number is chosen at random from the set , what is the probability that it is a member of the solution set of both
 , what is the probability that it is a member of the solution set of both   and
 and  ?
 ?
  A. 
 
  B. 
 
  C. 
 
  D. 
 
  E. 
 
| 正确答案:C 解析: If  
 
 | 
 
       and
 and  , then
, then  . The numbers from the listed set that satisfy these inequalities are
. The numbers from the listed set that satisfy these inequalities are  and
 and  . There are five elements in the listed set, so the probability of a number chosen at random from the set being a member of the solution set of both inequalities is
. There are five elements in the listed set, so the probability of a number chosen at random from the set being a member of the solution set of both inequalities is  .
. 
               
               
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