1. 问点(R,S)在直线Y=2X+3上?
(1) (2R-S+3)(4R+2S-6)=0
(2) (3S+2R-5)(2R-S+3)=0
(E) why not (D)
2.两个班A,B在某次考试中的分数如下:问A和B在一起的average>median?
Median score Average score
A 80 82
B 78 74
(A) 请问average &median 之间的关系怎么判断?
3. 一个公司的程序员的平均工资是X,统计员的平均工资是Y,问程序员与统计员加到一块的平均工资是否小于(X+Y)/2?
(1) 程序员多于统计员
(2) Y-X=4200
(C)
4.In an insurance company , each policy has a paper record or an electric record, or both of them.60 percent of the policies having incorrect paper record have incorrect electric record and 75percent of the policies having incorrect record have incorrect paper record. 3 percent of all the policies have both incorrect paper and incorrect electric records. If we randomly pick out one policy , what’s the probability that it is one having both correct paper and correct electric record?
P P非
E X% (96-X)% 96%(推出)
E非 1% 3%(已知)(占E非 75%) 4%(推出)
(96%-X+3%)*60%=3% X=94
请问这道题怎么算?是什么意思?每一步怎么推??
5.a ,b,c,d四个正整数,都可以用2^n表示,且a
抢先回答
12。答案是15/2,画图出来就是到其实是在求一个直角三角形的一条边长。三角形的一个点在圆心,另一个点在上半圆底边离圆心6feet的地方(因为A single lane is 12 feet,and the distance to the sides of the tunnel is the same),第三个点由第二个点,垂直向上与圆周相交的点。就是一个斜边为10,一个底边为6的直角三角形。所以,结果为(10^2 - 6^2 )^1/2 - 1/2 = 8 - 1/2 = 15/2..
不好意思,太罗嗦了