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Question in computer science sir solve this problem and provide me correct solution I ' m in very hurry... Question 1 Consider the following production

Question in computer science sir solve this problem and provide me correct solution I'm in very hurry...
Question 1 Consider the following production function:where L and K are the amount of labour and capital used in the production process, andy is the output. Throughout this question, the output price p is 3 and the rental rate ofcapital r is 1.We will first consider a firm in the short run, where the amount of capital is fixed atK=64. The fixed cost is therefore 64.(a)(Level A) Is there diminishing returns to labour? Explain.(b)(Level A) Suppose the wage rate w is 1. Find the profit-maximising choice of L.Calculate the profit-maximising output level and the maximised profit. (There isno need to check the second order condition but of course you can check if youwant to.)(c)(Level A) Now suppose w inereases to 2. Find the profit-maximising choice of L.Caleulate the profit-maximising output level and the maximised profit. (Thereis no need to check the second order condition.) You can leave your answers insquare roots.(d)(Level A) What is the change in L when u increases from 1 to 2 in the short run?You can leave your answers in square roots.Question 2(36 marks)A mass of cotsumers is uniformly distributed along the interval |0,1]. Two firms, A and B, arelocated at points 0 and 1 respectively We deiote by p. the price of firm e A, B. A consunerlocated at point z E 0,1] obtains utility Ua() u-pA- t if he consumes from firn A, andUa)u- PHt( he consurnes trom irm B. In the tollowing, we assune that te gosutility in equilibrium. Both firms have a cost function egual to T:(g)=(1+X),, where you shouldsubstitute X for the last number of your student ID number.(a) Find the demand function for both firms.yF(L, K)=4LtKI(b) Assune firns set their prices simultaneously. Solve for the Nash equilibrium prices, andcompute the equilibrium profits6 marksand profitsteeitberg timing, where firm is the lender. Explain briefly why we shouldNash equilibrium concept to solve this game, and solve for the cqinbm p(d) Conpare the results obtained in parts (b) and (c) and explain the intuition for such difference.Are the equilibria efficient?5 marks)() Suppose that there was a technology that allowed firm A to credibly commit not to changeits price (this option to commit would make firm A the Stackelberg leader, as in part c). Ifonly firm A had access to this technology, how much would firm A be willing to pay for it?How would your answer change if the technology wias auctioned to the best bidder (betweenfirms A and B)?4 markslAssume that firms A and B can perfectly discriminate between locations. That is, irm i chooses aprice p.() for each location r E (0,1] Firms now compete by simultaneously choosing the pricingfunctions p) and p). There is no possihbility of arbitrage, and if a consumer may be indifferentbetween firms A and B, they go to the closest firm.() Find the Nash-equilibrium pricing functions. That is, you need to find the equilibrium pricesof every firm in every location.8 marks)StackelbePlease Please Please Let an Experts Man, Doctor in Compiler Design To solve thisQuestionDon't use Al I WANT ONLY EXPERT PERSONS TO SOLVEITQuestion In Theory of Compilersta abQ1 generate target code for the following source language statements :x=a+b+c *(d-e)Solve it like this ExampleThree Address Code:d vutarget code for the assignment statement d: (a-b)+(a-c)+(a-c) can be translated into the follsequence of three address code:Statementta-bVtud:v+uCode GeneratedMOVSUB b, ROaMOV a,SUB C, R1ADD R1, ROR1ADDMOV RO, dRegisterdescriptoRegister emptyRO RO Contains tR1 RO containsRI contains uRO comtainsR1 contains u5 markslRO RO Contains dVAddress descriptort in ROttu in R1Vin Riininind in ROmemoryROR1ROand
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