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DePaul - BLW - 201
.In The Poetics, Aristotle distinguished between two types of fictional narratives. _ is the province of the live theater, where the events "tell themselves." Your Answer: d Correct Answer: mimesis2._ , the province of the literary epic and the novel,
UCLA - ECON - 101
Expected Utility Suppose an agent has $1 at her disposal, and she is trying to compare the utility of one gamble, say the California state lottery, to that of another gamble, like betting on the UCLA-Stanford football game. How does she decide which gambl
UCLA - ECON - 101
Q1. Sequential-move game is showed in a game tree form, where players take turns choosing actions (extensive form), while simultaneous-move game is represented in a matrix, where players simultaneously choose their actions (normal form). The strategies of
UCLA - ECON - 101
Econ 101 Microeconomic TheoryProfessor Jernej CopicWeek 2 HandoutHyo Sang KimK EY I DEAS A Nash equilibrium (NE) is stable in that, even if all players revealed their strategies to each something else. A Subgame perfect Nash equilibrium (SPNE) is a st
UCLA - ECON - 101
Econ 101 Microeconomic TheoryProfessor Jernej CopicExercise for TA section: week 2Hyo Sang Kim1. Consider the following two player game in extensive form.(a) Find the subgame perfect Nash equilibrium (SPNE) by using backward induction. (b) Determine
UCLA - ECON - 101
Econ 101 Microeconomic TheoryProfessor Jernej CopicHandout for TA section: week 3Hyo Sang Kim K EY I DEAS An allocation is Pareto efficient if it is not possible to devise an alternative allocation in which at least one person is better off and no one
UCLA - ECON - 101
Econ 101 Microeconomic TheoryProfessor Jernej CopicExercise for TA section: week 3Hyo Sang Kim 1. (Ultimatum game) Consider the following two player game in extensive form. Player 1 proposes how to divides 4 dollars between them, and then player 2 can
UCLA - ECON - 101
Econ 101 Microeconomic TheoryProfessor Jernej CopicHandout for TA section: week 4Hyo Sang Kim1. Suppose monopoly market has a demand function as following. Q = 20 - P The monopolistic firm's cost function is a constant function C = 5. (a) What price w
UCLA - ECON - 101
Econ 101 Microeconomic TheoryProfessor Jernej CopicExercise for TA section: week 4Hyo Sang Kim1. Suppose monopoly market has a demand function as following. Q = 20 - P The monopolistic firm's cost function is a constant function C = 5. (a) What price
UCLA - ECON - Econ102
Econ 102 Winter 2012 Lecture Note 4.5 - Solutions to LN 4Solutions1. True or False (and explain): In a Solow model with g = 0, wages will always increase at the same rate as population growth. False. be: wt = (1 - )AktIn the Solow model without techno
UCLA - ECON - Econ102
Econ 102 Winter 2012 Lecture Note 5 - Solow + Intertemporal Consumption The Golden Rule The last concept of the Solow Model is the golden rule.1 So far we have blindly taken all of the variables in the model as given. This might be troubling, especially t
UCLA - FILM & TV - 127
Textbook Reading ScheduleThe Art and Technique of FilmmakingProf. D. Nuse UCLA FTVDM 122B Fall Quarter, 2011Giannetti, Louis. Understanding Movies (12th ed.). Pearson Prentice Hall, 2010. Ideally, you should do your readings from Giannetti for each sub
UCLA - FILM & TV - 127
Notes on the Beginnings of Narrative FilmFTVDM-188B Prof. Deland NuseImportant aspects and contributions of Porter and Mlis: The Great Train Robbery (1903) Edwin Porter (made shorts for Edison) Realized that the shot was the fundamental unit of narrativ
UCLA - FILM & TV - 127
Important topics for Exam #1 122B The first film directors and their films. The types of shots and camera angles. The beginnings of the Studio System. The Systems of the Studio System. ? Types of films. Realism, Classicism, and Formalism. Montage and Mise
UCLA - FILM & TV - 127
Images for Study Guide # 1Long ShotMedium ShotClose UpLevel Angle2Low AngleHigh AngleDutch TiltAngle plus Angle3Two-shot with CU and Medium shot, also a low-angle shot.High angle long shot
Alexandria Technical College - INFORMATIO - 104
GIS "All in one Journal"- site day's 10/25-11/16 1/10LFCC IT, Mentor: Richie Crim For the last several weeks of site I have only focused on the designing of my website for the touch screen kiosk I hope to put in the front office. I have been working with
Alexandria Technical College - INFORMATIO - 104
Hunter Barbour, GIS Journal Day 1, 9/9/11Today I started my first day on site, and what a day it was. I had high hopes for the day and waited in anticipation all day. However, I did not expect to have as much fun as I did. When I arrived Richie started o
Ashford University - INF - 103
Collaborating with Google Docs Documenthttps:/docs.google.com/document/d/1rbPsjEPp6ueSy9G_T2hH4RAjSvnbAAGXDGPV qFr1QE/edit Aside from allowing others to view your documents, how can you use a Google Docs Document collaboratively with others? I use Google
Ashford University - INF - 103
County CornerEmployeeR. Danger M. Right J. Left K. Jeans J. LostHourly Rate Hours Worked6.6 7.3 6.9 7.25 7.5 34 35 40 37 49Gross Salary$224.40 $255.50 $276.00 $268.25 $367.50 $1,391.65S.S.T$17.17 $19.55 $21.11 $20.52 $28.11F.W.T S.W.T Net Pay$40
UT Arlington - OPMA - 6301
Activity A B C D E F G Ha 1 1 1 2 3 3 1 2m 3 2 2 3 4 4 4 4bET 5 3 3 2 3 2 4 3 11 5 5 4 6 3.833333 5 3.833333Var 0.444444 0.111111 0.111111 0.111111 1.777778 0.111111 0.694444 0.25Std Dev 0.666667 0.333333 0.333333 0.333333 1.333333 0.333333 0.833333
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Office Hours: MF 1:30-2:30PM, W 4:00-5:00PM Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110: Linear Algebra Homework #3, Due Sept. 21, 2011 Section 2.3: Problems 1, 3, 13, 15, 18. Sect
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Office Hours: MF 1:30-2:30PM, W 4:00-5:00PM Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110: Linear Algebra Homework #4, Due Sept. 28, 2011 Section 2.5: Problems 1, 2b, 3b, 4, 7, 10, 1
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Office Hours: MF 1:30-2:30PM, W 4:00-5:00PM Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110: Linear Algebra Homework #7, Due Oct. 19, 2011 Section 4.3: Problems 1, 2, 3, 10, 12, 14, 15
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Office Hours: MF 1:30-2:30PM, W 4:00-5:00PM Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110: Linear Algebra Homework #10, Due Nov. 9, 2011 Section 6.2: Problems 1, 2c, 5, 6, 8, 10, 11,
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Office Hours: MF 1:30-2:30PM, W 4:00-5:00PM Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110: Linear Algebra Homework #11, Due Nov. 16, 2011 Section 6.4: Problems 1, 6, 7, 8, 10, 13, 17
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Office Hours: MF 1:30-2:30PM, W 4:00-5:00PM Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110: Linear Algebra Homework #1, Due Sept. 7, 2011 Section 1.2: Problems 6, 16, 20. Section 1.3:
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110 Sample Midterm I, Fall 2011This is a closed book exam; but everyone is allowed a standard one-page cheat sheet (on one-side only). You n
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110 Sample Final, Fall 2011This is a closed book exam; but everyone is allowed a standard one-page cheat sheet (on one-side only). You need
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Office Hours: MF 1:30-2:30PM, W 4:00-5:00PM Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110: Linear Algebra Homework #6, Due Oct. 12, 2011 Section 3.4: Problems 1, 2be, 3, 4b, 7, 14, 1
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110 Sample Midterm II, Fall 2011This is a closed book exam; but everyone is allowed a standard one-page cheat sheet (on one-side only). You
Temple - BUSINESS E - 2101
Muhammad Elgawly | 912037555 Paper #1 Business Ethics 7/19/11 When asked to choose a person that I admire and describe them, I did not have to second guess who I would choose. Each and every day I am around my father, I am inspired in one way or another.
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110 Sample Midterm I, Fall 2011This is a closed book exam; but everyone is allowed a standard one-page cheat sheet (on one-side only). You n
Berkeley - MATHEMATIC - 110
Prof. Ming Gu, 861 Evans, tel: 2-3145 Office Hours: MF 1:30-2:30PM, W 4:00-5:00PM Email: mgu@math.berkeley.edu http:/www.math.berkeley.edu/mgu/MA110F2011Math110: Linear Algebra Homework #2, Due Sept. 14, 2011 Section 2.1: Problems 5, 6, 9de, 12, 16, 20,
Berkeley - MATHEMATIC - 55
Math 55-2 Final ExamRob Bayer August 14, 2009You have until 4:00pm to complete this test. No calculators, books, notes, or consultation with other members of the class are permitted. Your exam should have 9 pages. Unsupported or improperly supported ans
Berkeley - MATHEMATIC - 55
Rob Bayer 4.1#10 (a) Find a formula forMath 55 Homework 5 SOLUTIONS1 1 1 + + + 12 23 n(n + 1)n n+1July 14, 2009The first few terms are 1 , 2 , 3 , . so we guess 2 3 4 (b) We'll go by induction: BC: for n = 1, both sides evaluate to IH: Suppose IS:1
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Warmup - Do these together! 1. How many ways are there to rearrange the letters of the English alphabet so that "CAT," "DOG," and "FISH" are all absent. 2. What sequence is represented b
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Warmups 1. If you roll 3 fair dice, what is the expected value of the sum of the dice? Problems ProperJuly 28, 20111. What is the probability of getting exactly 3 heads when flipping a
Berkeley - MATHEMATIC - 55
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Labelled or Not! 1. The 55 students of math 55 have found a bag of 555 gold coins. How many different ways can they divide it among themselves if: (a) there are no restrictions on the di
Berkeley - MATHEMATIC - 55
Math 55 WorksheetPermutations, Combinations 1. Five-card draw is played with a standard, 52-card deck. There are 13 different kinds, or ranks of cards: the numbers 2 to 10, and the face cards, jack (J), queen (Q), king (K) and ace (A). And there are four
Berkeley - MATHEMATIC - 55
Math 55 WorksheetPermutations, Combinations 1. Five-card draw is played with a standard, 52-card deck. There are 13 different kinds, or ranks of cards: the numbers 2 to 10, and the face cards, jack (J), queen (Q), king (K) and ace (A). And there are four
Berkeley - MATHEMATIC - 55
Math 55 WorksheetInstructions: Today you'll be working with TWO different groups. In group 1 you'll all be working on the same problem. Then we'll switch into larger groups with one ambassador from each problem. The ambassador will lead the group in writ
Berkeley - MATHEMATIC - 55
Math 55 WorksheetJuly 19, 2011Instructions: Today you'll be working with TWO different groups. In group 1 you'll all be working on the same problem. Then we'll switch into larger groups with one ambassador from each problem. The ambassador will lead the
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Induction 1. Prove that the sum of the first n odd numbers is n2 . Solution: Try this one on your own!d d 2. Using the product rule dx (f (x)g(x) = f (x)g(x) + f (x)g (x), and the fact
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Induction 1. Prove that the sum of the first n odd numbers is n2 . 2. Using the product rule d that dx (xn ) = nxn-1 .d dx (f (x)g(x)= f (x)g(x) + f (x)g (x), and the fact that d dx x
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Warmup 1. Solve the congruence 5x 16( mod 21)x = -4 Linear Congruences and the CRT x 3 (mod 4) 1. Solve the system of congruences x 2 (mod 5) Solution: x 47 mod 140. x 5 (mod 7) 2x 1 (mo
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Warmup 1. Solve the congruence 5x 16( mod 21) Linear Congruences and the CRT x 3 (mod 4) 1. Solve the system of congruences x 2 (mod 5) x 5 (mod 7) 2x 1 (mod 3) 2. Solve the system of co
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Divisibility and Modular Arithmetic 1. Evaluate each of the following: (a) -17 mod 2 1 (b) 144 mod 7 4 (c) 199 mod 19 9 (d) -101 div 13 8 - (Not 7)! 2. What is 111 1 mod 11111111? Let's
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Divisibility and Modular Arithmetic 1. Evaluate each of the following: (a) -17 mod 2 (b) 144 mod 7 (c) 199 mod 19 (d) -101 div 13 2. What is 111 1 mod 11111111?1000 1 s 8 1s3. Prove th
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Sets, Functions, Cardinality 1. Determine whether each of the following are injective, surjective, both (bijective), or neither. Prove your answer (a) f : N N f (x) = x2 Injective (b) f
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Sets, Functions, Cardinality 1. Determine whether each of the following are injective, surjective, both (bijective), or neither. Prove your answer (a) f : N N f (x) = x2 (b) f : R R f (x
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Functions 1. Find the value of3 i=1 3 j=1 (i- j)2. Determine whether each of the following are injections, surjections, bijections, or none of the three. (a) f : R R, f (x) = 3x - 2 (
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Instructions Introduce yourselves! Despite popular belief, math is in fact a team sport! Decide who will be your first scribe. Do the problems below, having a different person be the scr
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Instructions Introduce yourselves! Despite popular belief, math is in fact a team sport! Decide who will be your first scribe. Do the problems below, having a different person be the scr
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Instructions Introduce yourselves! Despite popular belief, math is in fact a team sport! Decide who will be your first scribe. Do the problems below, having a different person be the scr
Berkeley - MATHEMATIC - 55
Math 55 WorksheetAdapted from worksheets by Rob Bayer, Summer 2009. Instructions Introduce yourselves! Despite popular belief, math is in fact a team sport! Decide who will be your first scribe. Do the problems below, having a different person be the scr
Berkeley - MATHEMATIC - 55
Rob Bayer InstructionsMath 55: Math 55 Worksheet Logic and PropositionsAugust 30, 2010 Introduce yourselves! Despite popular belief, math is in fact a team sport! Find some blackboard space, a piece of chalk, and decide who will be your first scribe. D
Berkeley - STATISTICS - 134
Stat 134 MIDTERM (Sec 1, Fall 2004) J. Pitman. Name and SID number:1. Let X1 , X2 , X3 , . . . represent the numbers obtained on random draws with replacement from a box of 4 tickets numbered 0, 1, 1 and 2. a) Display the distribution of X1 + X2 in a sui
Berkeley - STATISTICS - 134
Stat 134 MIDTERM (Sec 2, Spring 2005) J. Pitman. Name and SID number:You must either show your work or provide brief explanations to obtain full credit. 1. A deck of 4 cards contains one card numbered 0, two cards numbered 1, and one card numbered 2. The
Berkeley - STATISTICS - 134
1. (a)P(sunnylpredicted sunny) oe!'!) P(sunny and predicted sunny) = !'!)!%!% P(predicted sunny)oe !(&(b) P(correct prediction) oe 0.6!) !%!' oe !(# Answer: P(\ #)! oe " F #)!&$'&!(# $'&!(#!#) 2 (a) 1D (b) " B C D 3 (a) (b)^ "! #) ) ^ #! )(or^ "! ^
Berkeley - STATISTICS - 134
University of California, Berkeley, Statistics 134: Concepts of Probability Michael Lugo, Spring 2011 Exam 1 February 16, 2011, 11:10 am - 12:00 noon Name: Solutions Student ID: This exam consists of seven pages: this cover page; five pages, each containi