The book is divided into five sections: 1 The Business Model Canvas, a tool for describing, analyzing, and designing business models, 2 Business Model Patterns, based on concepts from leading business thinkers, 3 Techniques to help you design business models, 4 Re-interpreting strategy through the business model lens, and 5 A generic process to help you design innovative business models, tying together all the concepts, techniques, and tools in Business Model Generation. The last section offers an outlook on five business model topics for future exploration. Finally, the afterword provides a peek into “the making of” Business Model Generation

Review: Have a small quiz. Have a dictation of the words in Unit 2 consume moderate liable allowance typical fatigue advisable modify interfere succession imply obstacle density boost stem speculate maintenance academic II. Start the new lesson 1 Introduction The Hyde School sees itself as preparing children for life by cultivating a comprehensive set of principles which

教学目的介绍绝对连续函数概念及性质,证明联系微分与积分的牛顿 -莱布尼兹公式 教学要点绝对连续函数,不定积分,牛顿莱布尼兹公式 定义1设f(x)是定义在[a,b]上的实值函数.若对任意>0,存在δ>0,使得对 [a,b]上的任意有限个互不相交的开区间{(a1,b2)}1,当乙(-a1)<时,成立

1. Listening Comprehension(每题1分,共20分) 1.c2.c3.b4.b5.c6.c7.b8.b9.c10.b11.12.a13.a14.a15.b16.d 17.d18.b19.d20.B

Teaching Objectives: a. to help students to form a picture of Britain when it was under the bombs from German armies during World War II b. to direct students to write a composition with the structure of a general statement supported by specific details c. to guide students to do some oral practice through doing the interview and picture description and the routine pair work as well

前言 第一章随机事件及其概率 1.同一问题的概型未必唯一 2.事件间的关系 (1)由A-B=C推不出A=BC (2)由A=BC推不出A-B=C

第三章矩阵的初等变换 3.1矩阵的秩 1.子式:在An中,选取k行与k列,位于交叉处的k2个数按照原来的 相对位置构成k阶行列式,称为A的一个k阶子式,记作D 对于给定的k,不同的k阶子式总共有C个 2.矩阵的秩:在A中,若 (1)有某个r阶子式D,≠0; (2)所有的r+1阶子式D+1=0(如果有r+1阶子式的话) 称A的秩为r,记作 rankA=r,或者r(A)r.规定:rank

Problem Set 10 Solutions Due: Monday, May 2 at 9 PM Problem 1. Justify your answers to the following questions about independence. (a)Suppose that you roll a fair die that has six sides, numbered 1, 2, ... 6. Is the event that the number on top is a multiple of independent of the event that the number on top is a multiple of 3?

定理3(收敛数列的保号性) 如果数列{xn}收敛于a,且a>0(或aN时,有xn>0(或x0的情形证明. 由数列极限的定义,对ε=>0,3NN,当n>N时,有

Problem set 1 Micro Theory S. Wang Question1.1. Show that“f(X)=f(x),Vx∈R,A>1” implies“f(A)= Af(x),Vx∈R,A>0.” estion 1.2. Use a Lagrange function to solve c(w1, w2, y) for the following problem