THE UNIVERSITY OF NEW SOUTH WALES SCHOOL OF ECONOMICS ECON1202/2291 QUANTITATIVE MEHODS A FINAL EXAMINATION SESSION 2 2008 TIME ALLOWED - 3 HOURS THIS PAPER IS WORTH 60% OF THE TOTAL SUBJECT MARK Questions: 7 Students must attempt no more than 6 questions Marks per question: 10 Exam weighting: 60%. Instructions to Students: - Complete all of the details required on the front page of the examination booklet. - Make sure that you note the SIX(6) questions attempted on the front of your examination
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in love affects not only the couple‚ but in a war‚ it can hurt others as well. O’Brien uses much imagery in this short passage from “The Things They Carried”. While Jimmy digs his hole with the entrenching tool (“He used his entrenching tool as an ax…”) he is slashing at his feelings with a heavy piece of equipment. The digging of the hole with this tool gives the sense that he is looking inward and fighting the emotions. His love for Martha overcame him while away at war‚ causing him to lose
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communication methods. Aviii Identify three examples of barriers to communication and explain how you could overcome each barrier. Aix Describe two strategies that you could use to clarify misunderstandings. Ax A social care worker wants to enable more effective communication with individuals using the service. Explain how they could access extra support or services that may be helpful. Task B Case study You are a social
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is N µ1 + ρ (e) ρ = 0; the conditional distribution of Y‚ given X = x‚ is Nµ2 + ρ (d) ρ XY = ρ‚ and X and Y are σ1 ( y − µ 2 )‚ (1 − ρ 2 )σ 12 . σ2 a X + b Y is normally distributed with mean E(aX + bY) = a µ1 + b µ2 variance and 2 2 Var ( a X + b Y ) = a 2 σ 1 + 2 a b ρ σ 1 σ 2 + b 2 σ 2 . ρ = 0.0 ρ = 0.3 ρ = 0.6 ρ = 0.9 1. A large class took two exams. Suppose the exam scores X (Exam 1) and Y (Exam 2) follow
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tells the life that she lived and the battles that she fought. Lady Hao was buried at the edge of Anyang‚ Henan area. There were a lot of weapons discovered in her tomb such as bows‚ spears‚ swords‚ daggers‚ helmets and shields. She always had one ax for each battle she fought in which symbolized the high military prominence she had in all there were four axes. In her grave site she had many items of that showed her wealth
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64). An example of this is the case of Nancy Seaman‚ Nancy claimed to the court that her husband‚ Bob‚ picked up a kitchen knife and chased her into the garage. Nancy in fear of her life grabbed an ax and proceeded to kill her husband (United States District Court‚ Eastern District of Michigan South Division‚ 2010). Although she was unsuccessful in justifying her use of forces‚ this is still a good example of how someone can appeal to the court a
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CHENNAI INSTITUTE OF TECHNOLOGY Sarathy Nagar‚ Kundrathur‚ Pudupedu‚ Chennai– 600 069. Department of Mathematics Subject Name: Numerical Methods Subject Code: MA1251 Unit I 1) Write the Descartes rule of signs Sol: 1) An equation f ( x) = 0 cannot have more number of positive roots than there are changes of sign in the terms of the polynomial f ( x) . 2)An equation f ( x) = 0 cannot have more number of positive roots than there are changes of sign in the terms of the polynomial f
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hard not to sympathize with Paret. Even when Paret died the writer uses similes to show that everyone was. Everyone was not ready for Paret to die‚ and neither was Paret. "As he went down‚ the sound of Griffith’s punches echoed in the mind like a heavy ax in the distance chopping into a wet log. In conclusion‚ the sympathetic effect that the passage has is due to the writer’s use of animalistic imagery‚ diction‚ and similes. "And
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Since the third letter of my last name is the letter L‚ I have to solve problem 46 on page 636 and problem 48 on page 646. This first problem will be solved by factoring the polynomial formula of ax^2+bx+c to get a*c(-30) and to add up to (-1) we have a=2‚b=-1‚and c=-15=0. The new equation is (2m^2-m-15) Original equation: 2m^2-m-15=0 Step 1. (2m^2-6m+5=15=0) To start we separate the fraction. Then solve both sides of the original
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background can influence their communication methods. Aviii Identify three examples of barriers to communication and explain how you could overcome each barrier. Aix Describe two strategies that you could use to clarify misunderstandings. Ax A social care worker wants to enable more effective communication with individuals using the service. Explain how they could access extra support or services that may be helpful. Task B Case study You are a social care worker and a service
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