A Cournot Oligopoly duopoly exists where the market demand.pdf

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A Cournot Oligopoly (duopoly) exists where the market demand function facing each firms is P = 4 - (Q1 + Q2) , where Q = (Q1 + Q2) and the MC facing each firm is zero. A Cournot Oligopoly (duopoly) exists where the market demand function facing each firms is P=4( Q1+Q2), where Q=(Q1+Q2) and the MC facing each firm is zero. If each firm takes the output of the other firm as given, what is the market quantity (Q) and market price (P) that will prevail? 8/3, 4/31,14/3,4/31,4/3.

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Un analista de valores ha retrocedido los rendimientos mensuales de las acciones de capital de Exxon Mobil durante los ltimos cinco aos frente a los del ndice burstil Standard & Poor's 500 durante el mismo perodo. La ecuacin de regresin resultante es r = 0,09 + 0,72 r . Utilice EM SP esta ecuacin y cualquier otra informacin que considere apropiada para estimar la beta de acciones de Exxon Mobil. (Redondee su respuesta a 2 decimales)..

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UHealth is a health insurance provider based in Australia. Following several incidents related to the security and privacy of some insurance providers, the Information Security Management arranged a meeting with the staff to discuss further steps to improve the security of data management in the company. Below you can find summarized version of the conversation at this meeting. In this conversation, you can find several bold and italic sentences which highlight some actions taken, suggestions or arguments presented to improve the information security management process in the company. Carefully read and analyse those actions, suggestions or arguments in information security management perspective. Then, provide a short answer (up to 100 words max.) with your reasoning for agreement or disagreement. Note: Please clearly state that you "Agree" or "Disagree" with the statement, in the first line of your answer. [0.5 marks each 5 marks in total] [Meeting starts here] (Location: Company main meeting room Several executives and representatives from different departments have gathered to discuss ISM issues and further improvements. These representatives include CISO (Chief information security officer), Network security engineers, Data analysts, HR officer etc.) James (CISO): Hello everyone, I called this meeting to discuss further improvements we can make to ensure information security in our company because we observed many of our competitors faced security issues, especially with user data. Despite the busy schedule at the start of the year, (Q1) I have invited representatives from key departments of the com pany to discuss current issues with information security and present further suggestions to mitigate them. Question 1 Do you Agree or Disagree with James action? Explain why? Mike (Network security engineer): Thanks James for inviting us. If I start from network security, we should secure the data transmission between our local branches and the main server in Sydney. For that we have (Q2) already deployed advanced data encryption algo rithms in data transmission and we think such encryption is completely enough to have a high level of confidentiality for the data. Question 2 Do you Agree or Disagree with Mikes assessment of data confidentiality? Explain why? (James continues speaking) James (CISO): In addition to these network-level optimizations, are there any other additional modifications we can do for our technical system? Lily (Security engineer): If we are to increase the security of the user data, properly authenticating our consumers in our mobile app is important. (Q3) Right now, in our mobile app, users need to provide a password with a minimum length of 8 characters to log in. I think we should increase the minimum length up to 12 characters and introduce more complexity . Anyway, (Q4) if we can introduce fingerprint or face detection for authentication, we can completely get rid of password protection. This will make it easy for e.

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Two genes, Dumb (d) and Anxious (a), are recessive genes routinely found in offspring. Previous research has determined that they reside on different chromosomes. F1 male and female are mated and their F2 offspring are scored for dumbness and anxiety. Complete the Punnett square for the F2. Show the Phenotype, Genotype, and expected ratio for the F2 below or to the side of the Punnett square. a. What % of the F2 offspring would you expect that are dumb but not anxious? b. What % of the F2 offspring would you expect that are anxious but not dumb? c. What % of the F2 offspring would you expect that are dumb and anxious? d. If your goal is to not have offspring that are dumb or anxious, what % of the F2 could be mated in the F3?.

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Uick the following link to view exports data from ERED: Then use that data to answer the following questions. (i) Real-time data provided by Foderal Reserve Economic Data (FRED). Federal Reserve Bank of Saint Louis. The folowing table shews the JapanU.S foreign exehange rate (yen'S) for two diferent months. Using the data from FRED, enter the values for U.S. exports to Japan for the same two month (Enter your tosponses exactly as they appoar in FRED).

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Two years ago, Elliot funded a revocable grantor trust. The trust named Elliot the beneficiary of the trust assets for his life and Elliot's son, Thomas, as the beneficiary of the remainder interest. This year Elliot died. Which of the following completes the sentence? As a result of Elliot's death: The trustee is required to file Form 709, United States Gift (and Generation-Skipping Transfer) Tax Return. The trust is abolished, and the trust assets become part of Elliot's estate. The trust becomes an irrevocable, non-grantor trust. The benefit derived by Thomas will be subject to the generation-skipping transfer tax..

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Two housemates are fed up of doing the washing up and want to buy a dishwasher (which is a public good for them). Person 1 's utility function is U1(S,M2)=(1+5)Mt and person 2 's utility function is U2(S,M2)=(3+S)M2 where S=0 if they don't buy the dishwasher and S=1 if they do, and where Mt and M2 are the amount of money they spend on their respective private consumptions. Person 1 has total income 2,000, and person 2 has total income f2,400. The maximum amount that they could pay for the dishwasher and stall find a contribution scheme where they are both better off than without it is: f,600 f1,400 f1,600 f2,000 f2,400.

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