3.1 X(eo)=2xnJe-jon where x[n] is a real sequence. Therefore X(e)=Rl∑xnlo/。 ∑xR(-mu)=∑ x[n]cos(on),and xmm)=m∑刈nm∑刈mc-m)=-2 xn] sin(oon) Since cos(on)and sin(on)are, respectively, even and odd functions of o, Xre(eJo) is an even function of o

About this course 1. Who this course is for 2. What this course is about 3. Duration of this course 4. How to study this course 5. How to do well in assessment 6. Suggested further reading

Unit siⅸ Text A I. Pre-Reading Task 1. What makes human beings different from animals? A. The ability to use tools. B. The learning and sharing of behavior . The use of language. 2. Do you think animals have a culture? If yes, give an example

The bermuda triangle L. Introduction 1. Introductory Remarks The Bermuda Triangle. also called the Devils Triangle is an area of the Atlantic Ocean off southeast Florida, where the disappearance of ships and airplanes on a number of occasions has led to considerable interest in unexplainable losses and other

Natural Convection Where we’ ve been. Up to now, have considered forced convection that is an external driving force causes the flow. Where we’ re going: Consider the case where fluid movement is by buoyancy effects caused by temperature differential Heat Transfer Su Yongkang

1.非线性方程实根的对分法(二分法) 设f(x)在{a,b]上连续且[an,b]有且仅有一个根又 f(a)·f(b)0

工程实践中有多种振动问题,如桥梁或建筑物的振 动,机械机件、飞机机翼的振动,及一些稳定性分析和 相关分析可转化为求矩阵特征值与特征向量的问题 1已知A=(an)mn,求代数方程q(1)=det(I-A)=0 的根。φ(λ)称为舶特征多项式,一般有n个零点,称 为的特征值 2设为伯的特征值,求相应的齐次方程(4/-A)x=0 的非零解(即求Ax=λx的非零解),x称为矩阵A对应 于孔的特征向量

Corporations, Shares, and shareholder Rights People who own stock have an equity interest in the organization e f a business has shares of stock it is organized as a corporation rather than a proprietorship or a partnership The shares of some corporations are closely held, while others are publicly held The two types of stock are common stock and preferred stock

Teaching Objectives To get students have an idea of the profound meaning of Never Say Goodbye To understand the purpose of writing and organization of the text To reinforce some basic linguistic knowledge by doing various types of eXercises

This chapter introduces comparative advantage and shows that having people specialize in the production in which they are relatively more efficient allows the production of more of everything. It introduces the production possibilities curve and develops the production possibilities model to show precisely how specialization enhances the productive capacity of an economy