Objectives （1).Writing competence (paragraph level) ·and4: Write150-to-200- word article in 30 minutes/ a piece of 60-word applied writing in 10 minutes. （ 2) thinking ability (classification, analysis, contrast or comparison etc) （3) basic computer skills (handling files and editing via Microsoft word...)

（1). Writing competence(paragraph level) Band 4: Write a 150-to- 200-word article in 30 minutes/ a piece of 60 ord applied writing in 10 minutes （2)thinking ability(classification, analysis, contrast or comparison etc)

violent crimes robbery, aggravated assault hijack forcible rape, murder, bombing kidnapping, shooting a Property crimes arson, burglary, larceny-theft, fraud, motor/ vehicle theft Neighborhood Watch in Britain, there is an arrangement by which people who live in a particular

And so even though we face the difficulties of today and tomorrow, I still hay a dream. It is a dream deeply rooted in American dream. I have dream that one day this nation will rise up and live out the true meaning of

grasp the main idea(we should adopt a sensible environmentalism) and the structure of the text(each part containing a contrast) 2)appreciate the various argumentative skills employed in the text 3master the key language points and grammatical structures in the text

Text A All the Cab Had Was a Letter Part 1 Objectives Part 2 Cultural Notes Part 3 Text Structure Part 4 Language Points Part Content Questions

一、多项式函数 1.定义:设f(x)=a+ax+…+anxn∈F[x],对 Vc∈F,数f(c)=a+ac++anc∈F称为当 x=c时f(x)的值,若f(c)=0,则称c为f(x)在 F中的根或零点。 2.定义(多项式函数):设f(x)∈F[x],对 Vc∈F,作映射f:

一、公共物品 1、概念: 具有非排他性和非竞争性或者二者具 其一的物品。 2、需具备的条件: a:非排他性:指当一个消费者消费某一商品时, 不排除其他人的消费; b:非竞争性:不管消费者对商品付不付费,都可 以消费该商品。 3、例: a:桥梁、公路等;b:独木桥c:电信的光纤

第五章放大电路的频率响应 自测题 一、选择正确答案填入空内。 (1)测试放大电路输出电压幅值与相位的变化,可以得到它的频率响 应,条件是 A.输入电压幅值不变,改变频率 B.输入电压频率不变,改变幅值 C.输入电压的幅值与频率同时变化 (2)放大电路在高频信号作用时放大倍数数值下降的原因是,而 低频信号作用时放大倍数数值下降的原因是 A耦合电容和旁路电容的存在 B.半导体管极间电容和分布电容的存在。 C半导体管的非线性特性 D放大电路的静态工作点不合适

1图示№20a工字钢,在温度20℃时安装,这时杆不受力,试问:当温度升高多少度时,工 字钢将丧失稳定?钢的线膨胀系数a=12.5×10-61/℃ 解题分析:计算时,取i的最小值。此题是 一度静不定问题,利用变形协调方程求解