99. 正方体6面用3种颜色涂,相邻两面不同色, 问有几种方案 答6种 参见本月JJ8 100. 6个人配成3对, 就3个topic进行presentation, 问有几种方案,答90种
A:C6(2)*C4(2)*C2(2)=90 101. n=cdpq,都是整数,问不含1、n, 共有多少factors?答14个 A:c(1,4)+C(2,4)+C(3,4)=14 应还有一个条件cdpq都为质数 102. 硬币有1.5.10.25.50分面值的,问组成100分,可能有多少个?I. 91 II.81 III.76答:I 和III A:I和III 103. 开始有种4升饮料中apple juice: grape juice: soda=1:2:3,喝去2升后,再配成4升1:1:2,问加的soda占加入量的百分比。答75% A: 设 加入soda 百分比为x ; 则:2*x + 2* 3/6 = 4 * 2/4 => x=0.5 所以答案:50% 104. 还有道题没看懂,蒙了一个,好象是说一个rectangular in-ground pool is 60 meters long and 30meters wide is 3 meters deep more than one third of the length and 1 meter than the remainder, 问表面积约为?完全不知所云。
A:待补充 105. 还有道题比较绕,什么20个senior不是化学专业,16个化学专业的不是senior, 问senior中学化学的百分比 A:待补充 106. 10^17/42^18,把它转化成6*10^n的形势 A:待补充 107. 求三角形AEF的面积。已知矩形面积ABCD=48,且AF:FD=4:3,如图:此主题相关图片如下:
A: S=(1/2)*(4/7)*S(ABCD)=96/7
108. the rate of population to the rate of area is within 5/500? (1) the area is between 1,000,000,000 and 430,000,000,000 (2) the population is between 1,000,000 and 86,000,000 the number I remebered is correct, Because i spent too many time to court how many zero ^-^ . I think the answer is C A: 人口密度的范围应该是(1/430000, 86/1000),而5/500介于二者之间,答案应该是E 109. 6 students, combine to 3 pair to 4 countries, each country only get 1 pair, how many possible? I think is 90
A:C(3,4)* P(3,3) * C(2,6)*C(2,4)= 4*6*15*6= 2160 欢迎大家讨论 110. p<r, s<u , is p<u? 1.S>p 2. U>R E
A选D 111.a space diagonal is the line between two point from 2 different space of the cube, the edge of the cube is 5, what's the space diagonal? 5square3 A: 5^2 + ( 5*2^1/2) ^2 = X ^2 => X= 5* 3^1/2 112.DS:What's the value of N? (1). N is multiple of 33 and 65 (2). N is multiple of 14 and 121 D A:选E 113. the longest possible rigid rod can fit into a right circular cylinder is 25 inch . and the depth of the cylinder is 20 inch. 问cylinder 的体积in terms of cubic inch.答案是1125pi 先用勾股定理求出底面园的直径然后再用体积公式算 A:出现好多次了 114. DS, N是正整数,问n/37能不能得出余数 (1). N+10 能被37整除 (2). N+37 能被10整除 A:选A 1) N+10 能被37整除 => N+10=37K => N=37K-10 => N除以37余27 2) N+37 能被10整除 => N+37=10M => N的各位数是3 不能确定N/37的余数,可以是3,13,23,33等 感谢茵梦 115. 4=1+1+1+1 or 1+1+2 or 1+3 or 2+2…求5有几种排法? (还有不止一道的题目是关于余数和商数的DS判断)
A:做过了 116. 有印象的新题(也可能是老题,不过我之前没看到过):假如{a,b,c}是总集,其包括{a},{b},{c},{ab},{bc},{ac},{abc},和{} 共8个子集,问你集合{a,b,c,d,e} 含有多少个同时包括a和b的子集?我把ab看成一项,则子集个数为{c,d,e}子集的组合+1(空集)= 8 A:同意 117. 有个right angle,顶点在(0,3), 一条边经过(-4,0), 问另一条边交于X轴哪个点。 A:¾ = X/3 => X= 9/4 118. 一个方程2^(x^2+Bx+3/2)=??? 右边记不清了,反正化简一下是2^(11/2)有唯一解,问b是多少
A:待补充 119. DS,N是正整数,问N/7余多少?1)20/N 余7 ,2)有个单词没懂,我猜是20/N可以写成2K+1的意思 A:1) => N=13, => N/7 余6 所以1)能推出;2) 有待补充 120. 还有一个也是问N/7余多少的,N是整数,第一个条件是N^2能被7整除,第二个忘了,推不出的
A:N是整数所以条件一可以推出 [attachimg]56497[/attachimg]
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