阅读JJ,一篇最长(一屏半)的是GWD上的吗?我记得我做过但是不记得是在那个上做的 第一段,一个钟非常的准确是一个叫David什么的人1842年?发明的,然后就描述了钟的两个钟摆怎样function, (有一道细节题问这段可以infer出什么) 定位就是这个部分但是必须读懂 第二段,介绍钟的准确程度还有对科学的特殊贡献,有一题问有关的就是在这儿定位 第三段,介绍另一个人用其他的电子设备模拟钟的实验,(有一道问something not mentioned类的题只须泛读我觉得) 第四段,潮汐对钟准确性的影响 (也有个选项涉及这个建议泛读)
回来了,二战裸考,M50 V30, 还要3战。数学思维没变,但是我的记忆力太差了,等我想想: 一个半月后 再战目标730 1. 最后一道题 What's the value of n? 1) 2^n = n^2 2) n is a positive integer (or number) 1) n = 1 or 2 , insufficient 2) insufficient 1)+2) insufficient so D 2. Which line in the following is perpendicular to line y = 5x Answer include: y = -5x , y= (1/5)x, y = (-1/5)x Answer y=(-1/5)x , as slope of line1 multiple slope of line2 = -1 3. What's the degree of angle X? please refer to the following picture(numbers might be not accurate) cause I remember my answer was 100 4. A new type of graph question, 30 students in a certain, please refer to the above graphic which indicate the relationship between the no of students and the frequency they did certain activity (not accurate), ask what’s probability for a student to did certain activity more than 1 time of the median (or average!!友情提醒,一定要注意这个好像是Median我算成average了) of the group 5. 2(2/3)+5(2/3) is how many times of 3/25 -- by 会员 ashitawa (2011/2/26 15:49:02)
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