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BUSN7050 Tutorial 1 QUESTIONS

Tutorial 1 Questions Comprehension questions 1. What are the key sources of regulation in Australia for a listed company? 2. Specify the objectives of general purpose financial reporting, the nature of users and the information to be provided to users to achieve the objectives as provided in the Conceptual Framework. 3. Performance of a business […]

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BUSN7050 Tutorial 4 Questions

Tutorial 4 Questions Chapter 13: Income taxes Comprehension questions 1. Provide five examples of differences in the treatment of revenues and expenses under AASB and ITAA. 2. What is a ‘tax loss’ and how is it accounted for? 3. List five examples of temporary differences that create deferred tax assets 4. Explain the movements that

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BUSN7050 Tutorial 5 Questions

Tutorial 5 Questions Chapter 24: Foreign Currency Transactions Comprehension questions 1. Explain what is meant by the term ‘exchange difference’. 2. Distinguish between an unrealised exchange loss and a realised exchange loss. 3. Provide an overview of the accounting requirements of AASB 121/IAS 21 in relation to foreign currency transactions and exchange differences. Application and

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BUSN7050 Tutorial 3 QUESTIONS

Tutorial 3 Questions Comprehension questions 1. What is a cash-generating unit (CGU)? 2. What are some internal indicators of impairment? 3. Recognition of intangible assets Flynn Ltd has the following: a. the cost of testing in search for product alternatives b. an investment in a subsidiary company c. customer lists that have been generated during

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PP202 Problem Set

PP 202: Problem Set Due Date: 4/20/2023 • You should submit your problem set as a PDF on BruinLearn. • You can work in small groups, but you should write every line of text or code that you submit. 1 Political games A city council has 3 people on it. For a bill to pass,

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MATH368 Project 1

— PROJECT 1 — MATH 368, S2 2023 Dr. A. Alpers Deadline: 17/04/2023 [5+5 points] Your group has a special pdf πg for generating a discrete random variable X with values in {1, 2, 3}. This πg = (π(1),π(2),π(3)) with π(i) = Pr(X = i), i = 1,2,3, is obtained as follows: Subtract your group

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