分页标题
2011-09-20 17:54:00 来源:网络资源 双击单词自动翻译
If p and q are odd integers, then which of the following must be odd?
(A)p + q
(B)p – q
(C)p2 + q2
(D)p2 q2
(E)p + q2
It might be hard to conceptualize how the two variables in this problem interact. But what if you chose two odd numbers, let's say 5 and 3, to represent the two variables? You get:(A)p + q = 5 + 3 = 8
(B)p – q = 5 – 3 = 2
(C)p2 + q2 = 25 + 9 = 34
(D)p2 q2 = 25 9 = 225
(E)p + q2 = 5 + 9 = 14
The answer has to be D, p2 q2 since it multiplies to 225. (Of course, you could have answered this question without any work at all, as two odd numbers, when multiplied, always result in an odd number.) Substituting numbers can help you transform problems from the abstract to the concrete. However, you have to remember to keep the substitution consistent. If you're using a 5 to represent p, don't suddenly start using 3. Choose numbers that are easy to work with and that fit the definitions provided by the question.
(责任编辑:申月月)
相关热词搜索:Math the Questions Approaching
上一篇:2010年6-7月GMAT数学真题(7.20)(二十一)
下一篇:美国GRE出国考试的试题:美国GRE北美试题7


