GMAT考试1-GMAT数学12月总结(一)
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1. X is a positive integer. 2-height of X is defined as the greatest negative integer n where 2^n is a factor of X. K and M are two positive integers. Whether 2-height of K is greater than 2-height of M?
a. K is greater than M
b. K is even times of M
(Key: B)

2. X, Y and Z are three different prime numbers. How many factors does X*Y*Z have? (Key: 8)

3. XY>Z?
a. XYZ>1
b. XYZ^2=1
(Key: C)

4. XYZ>0?
a. XY>0
b. YZ>0
(Key: E)

5. 7^3*7^4=? (Key: 7^7)

6. A is 25% less than B and B is 25% less than C. How much percent is A less than C? (Key: 1/3)

7. A can finish one job in X hours. A does this job three times as fast as B does. If A and B work together, how many hours can they finish the job? (Key: 3X/4)

8.能否确定N?, 条件是
1 (69+N)^1/2,(94+N)^1/2 是连续整数
2 (94+N)^1/2,(121+N)^1/2 是连续整数
我答D

9.还有就是两条平行线,一条有5个点,一条4个点问能组成多少个直角三角形
我答70个

10. 一个正三角形,边长5,中间内切一圆,问圆的面积

11. 在坐标系中有3点P(2,1),M(5,1),N,(5,5).问从P->M->N的距离比从P直接到N的距离大多少

12. R,S,T为正整数,问T/S^2是否是整数? 1)T/RS是整数 2)R/S是整数

13. 0.6是0.0015的多少倍?(400)

14. 唯一的jj:有一box,厚度of the plastic 是1,inner三个边长为x,y,z,求plastic 的体积。(x+2)(y+2)(z+2)-xyz把式子展开就是了。

15.有一梯形ABCD,AD=CD,P为AD上一点,求梯形面积。
(1)PD=5 (2)BC=8 (数字不准确) 我选E

16.有12个什么DD,其中3个defective,某人买2个randomly,问neither is defective的概率?

17.一直角三角形,直角顶点为(0,3),一点为(-4,0),另一点为(b,0),求b?

18.2个数的积为48,其中一个比另一个大2,求大的那个数? (8)

19.一个半圆的street,直径为1mile,7个点把这个半圆分成相等的8段,某人以15mile/hour从最左一点开始走,问3分钟后他在哪2点之间? (好象是在第四段)

20. 一公司A业务占总收入的25%,B业务占t%,C业务占余下的,B业务收入是150,000 C业务是总收入-225,000 求t=?
My Answer: 50%


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1 defective qnLzZ     
adj.有毛病的,有问题的,有瑕疵的
参考例句:
  • The firm had received bad publicity over a defective product. 该公司因为一件次品而受到媒体攻击。
  • If the goods prove defective, the customer has the right to compensation. 如果货品证明有缺陷, 顾客有权索赔。
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