Directions: In this part, you will hear ten short statements. The statements will be spoken only once. After each statement, there will be a pause. During the pause, you must read four choices marked A, B, C, and D, and decide which is the best answer. Then mark the corresponding letter on the Answer sheet with a single line through the center

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

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?

一、单项选择题(10×1=10) 1、经济法律关系的客体是() A、享有经济权利和承担经济义务的当事人 、、、、 B、主体权利和义务所指向的对象 C、主体享有的经济权利和承担的经济义务 D、经济法律事实 2、行政制裁的方式是() A、拘留B、罚金C、返还原物D、支付违约金 3、股份有限公司注册资本的最低限额为()万元人民币 A、50B、1000C、3000D、5000 4、股东以工业产权、非专利技术作价出资的,不得超过注册资本的() A、10%B、20%C、25%D、35%

外研版（三起）（2012）小学英语五年级下册Module 2 Unit 2 Mr Li was a teacher.Module 2 Unit 2 Mr Li was a teacher.课件(4)

外研版（三起）（2012）小学英语五年级下册Module 2 Unit 2 Mr Li was a teacher.Module 2 Unit 2 Mr Li was a teacher.课件(3)

外研版（三起）（2012）小学英语五年级下册Module 2 Unit 2 Mr Li was a teacher.Module 2 Unit 2 Mr Li was a teacher.课件(2)

Recursion-breaking an object down into smaller objects of the same typeis a ma- jor theme in mathematics and computer science. For example, in an induction proof we establish the truth of a statement()from the truth of the statement P(n-1). In pro- gramming, a recursive algorithm solves a problem by applying itself to smaller instances

外研版（三起）（2012）小学英语五年级下册Module 2 Unit 2 Mr Li was a teacher.Module 2 Unit 2 Mr Li was a teacher.课件(1)

It's really sort of amazing that people manage to communicate in the English language Here are some typical sentences: 1. You may have cake or you may have ice cream 2. If pigs can fly, then you can understand the Chernoff bound 3. If you can solve any problem we come up with then you get an a for the course. 4. Every American has a dream What precisely do these sentences mean? Can you have both cake and ice cream or must you choose just one desert? If the second sentence is true, then is the Chernoff bound incomprehensible? If you can solve some problems we come up with but not all, then do you get an a for the course? And can you still get an a even if you cant solve any of the problems? Does the last sentence imply that all Americans have the same dream or might