B Learning Re Bb BISM2207 - Bb BISM221 X 3 (3) WhatsAF Ministry of | * Job Search \\ Immigration UQStrategic Play Lotto o ebook BISM M Inbox (137) + X https://learn.uq.edu.au/bbcswebdav/pid-4434733-dt-content-rid-18178082_1/courses/BISM2207S_6920_25367/BISM2207%20-620Lecture6202%20-6201%20slide620per%20page%281%29.pc * . . . Find on page Options X Scrum No results 25 of 63 - + 2 Fit to page [ Page view A Read aloud Add notes Instances of the Branch and Staff relations. Branch branchNo street city postcode Relation BO05 22 Deer Rd London SW1 4EH 8007 16 Argyll St Aberdeen AB2 350 B003 163 Main St Glasgow GI1 9QX 32 Manse Rd Bristol B599 INZ Cardinality BO02 56 Clover Dr London NW10 6EU Primary key Degree Foreign key Staff staffNo fName IName position DOB salary branchNo SL21 john White Manager M 1-Oct-45 10000 BOO5 Relation G37 Ann Beech Assistant 10-Nov-60 12000 3003 SG14 David Ford Supervisor M 24-Mar-58 18000 Boo3 SAO Mary Howe Assistant 19-Feb-70 9000 Bo07 SG5 Susan Brand Manager 3-Jun-40 24000 | Boo3 SL41 Julie Assistant 13-Jun-65 9000 BOO5 Agenda e W 6:36 PM Type here to search O 2/07/2020Bb Final Exam - ECC Bb ECON2070 s X Ministry of Forei Bb Tute 8 Full AnswwhatsAF Immigration & ( ebook BISM320: M Inbox (136) - chi Dutch Level 18 - + V X https://learn.uq.edu.au/bbcswebdav/pid-5401815-dt-content-rid-27552854_1/courses/ECON2070S_7020_20461/ECON2070%20Semester%20One%20Final%20Examination%202020.pdf . . . Find on page Enter text to search No results Options X 3 of 5 O - 2 Fit to page [ Page view A' Read aloud Add notes Section A - Short Questions: Answer all two (2) questions in this section. (Total marks: 20) Question Al. (10 marks) Find ALL subgame perfect equilibria of the following extensive form game with perfect information. Show your work. [For any payoff pair (x, y), a is the payoff of player 1 and y is the payoff of player 2. ] B D G (1, 2) (1, -1) (0,2) (2, 2) (1,3 Question A2. (10 marks) Consider an extensive form game with imperfect information. Compare the set of Nash equilibria, the set of subgame perfect equilibria and the set of perfect Bayesian equilibrium strategies of this game. Is there an inclusion relationship among these sets - which set is the largest, which one is the smallest? Explain your answer. EXAMINATION CONTINUES ON NEXT PAGE Type here to search e S 4:24 PM 6/07/2020 E