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[GRE数学] 新GRE数学考试算术题精选例子(5)

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发表于 2012-8-15 12:55:17 | 显示全部楼层 |阅读模式
新GRE考试的改革,让许多考生们都感觉头疼,但是复习起来如果觉得难的话,不妨练习一下这些经典例题,一定会有所帮助的哦! , f3 t( }& E$ V; B' D5 B% F+ G5 W+ _
1. The sum of n different positive integers is less than 100. What is the greatest possible value of n?
8 t  c4 l" r# z/ r1 S' `  A.10
, B( P2 u0 ^9 b- Z% v  B.11 4 O9 J9 `# [7 n4 w: D' D
  C.12 中华考试网(www.Examw。com)
: l; o, z3 b/ g& s( N6 m  D.13 * ]4 Z+ S4 ^7 }2 y# C4 ^. N; E+ s
  E.14
' `5 h; [# S8 J" i  j0 R0 a  答案:D 3 I  g! L) T- _
2.If p is a prime number greater than 11, and p is the sum of the two prime numbers x and y, then x could be which of the following? 9 c7 f& P' n& g6 K4 r
  A.2
2 p; W8 J  r) R# s) J6 i; Z' y. g  B.5 & e/ B* {* p: }+ t2 c
  C.7
! |2 q" U. m! z3 Z$ l  A  O8 [  D.9
2 `, `; i8 S& w* u: m  E.13
" p. U7 W& U% Q  答案:A $ i) z) E/ x& B+ A4 ?( }
3.Of the positive integers that are multiples of 30 and are less than or equal to 360, what fraction are multiples of 12?
2 r' O% e) y+ _' w) z  A.1/6
" l# ?- K: c2 a; j: s- Z  B.1/5
; h  b6 ]5 G9 G/ D  C.1/3
+ ]  p4 ^- @6 \  D.2/5 9 ?* U# P7 D4 a( k/ S+ v8 `
  E.1/2
  d3 h* Z- \0 `2 x/ B  答案:E
" g* s6 a6 W" P. G4.If x, y and z are consecutive integers and x 0 Q) ^8 T. M" R) d* M
  (1). xyz is even. 1 l8 u8 W8 X) A
  (2). x+y+z is even. 3 H+ D8 |. [) r: @, z) ^3 H* g
  (3).(x+y)(y+z) is odd. $ g7 h' r4 f& S
  A. None   i8 g7 e2 k% B, M8 g& I
  B.(1) only
* r0 w0 Y0 @5 R  C.(2) only + p4 c: _  d+ L! Q0 L
  D.(1)and(3)only 考试用书! _8 Q7 d0 @" A7 \0 F* r! G" J+ l
  E. (1),(2)and(3)
8 u% ~0 d) t8 X, Q( H5 p  答案:D
! a# I$ T# K. J: {0 W4 n$ j5.The product of two consecutive positive integers cannot be ) `  m' g" e1 L3 @
  A. a prime number $ q0 }/ o* W" ~8 C+ f
  B. divisible by 11
! `; c, ^% L" D) o+ h  C. a multiple of 13
8 `. z  Y/ T& I4 N; ]  D. an even number less than 10 , m. b, v" u' C! W( K
  E. a number having 4 as its units digit.   u2 R/ j" M" K/ A
  答案:E
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