Business 9203 Section 2 MANAGING FINANCIAL RESOURCES QUIZ June 2011 STUDENT NUMBER _____________________________ You have a maximum of 80 minutes for the quiz. Please provide your answers on this paper in the spaces provided and hand in your paper at the end of the quiz. Only short precise answers are required and you can use point form. The weight given to each question is indicated at the end of the question. The total possible marks are 70. The quiz is open book and you may feel
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26) with profits show that there is a clear positive financial effect of increasing tenure. Though both factors have a quite strong correlation with profits‚ the manager tenure seems to be a much stronger driver. However‚ considering the learning curve of the employees it seems reasonable to assume that the impact of tenure depends also on the tenure itself. In other words‚ employees would be increasing their contribution much more at the beginning of their careers than once that they acquired all
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Chapter 1: Bond Prices‚ Discount Factors and Arbitrage 1. Use this list of Treasury bond prices as of January 15‚ 2013 (which should be taken as the current date for all the questions below except for question 7) to derive the discount factors for cash flows to be received in 0.5‚ 1‚ 1.5 and 2 years. Bond Price 6.0s of 7/15/13 102-15+ 5.0s of 1/15/14 103-7 3/4 8.0s of 7/15/14 107-24 4.0s of 1/15/15 100-23 1/2 Answer: (a) To find d(0.5) The equation from the 6.0s of 15 July
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TIGER AIRWAYS V/S SINGAPORE AIRLINES Tiger Airways and Singapore airlines are two leading airlines in the Singapore region and I would be analyzing the market strategies applied by these to attract the customers. The two parameter to be compared will be 1) Cost Vs Luxury C IC 1 IC 2 C O O S S T T ’ BB’>AA’ A’ A A BB’<AA’ A’
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a) (i) Average cost curve as plotted in excel. (ii) For optimal quantity‚ differentiate the trend-line equation and equate it to 0. 2*0.0492x-0.5549 = 0 x = 5.639228 (iii) Optimal quantity is greater than combined quantity of 5 units; hence cost synergies will be realized by economies of scale. Both target and acquirer firm move closer to optimum quantity‚ the merger will produce cost synergies. b) (i) Average cost curve as plotted in excel.
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consumers (C1 ‚ C2 ‚ C3 ‚ C4 ) with the following utility functions: Consumer C1 C2 C3 C4 Utility Function u(x‚ y) = 3x + 2y 1 2 u(x‚ y) = x 3 y 3 u(x‚ y) = min(3x‚ y) u(x‚ y) = min(2x‚ 2y) On the appropriate graph below‚ draw each consumer’s indifferent curves through the following points: (2‚2)‚ (4‚4)‚ (6‚6) and (8‚8). C1 C2 10
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75 for metabolic rate‚ 0.25 for lifespan‚ and 1.25 for cerebral gray matter. 7. What is the respiratory quotient and what is the range of values observed? The ratio of CO2 expired to 02. Range of values is 0-250 ml 02/hr. 8. Now that non linear curve fitting methods can be easily accomplished by using standard personal computers‚ is there any compelling reason to transform equations so as to linearize the trends above? It helps because it smooths out the data instead of being all squished together
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graph and AFC‚ AVC‚ ATC‚ and MC on another. c. At what point is average total cost minimized? At what point is average variable cost minimized? Chapter 6 Technical Question 3 Industry studies often suggest that firms may have long-run average cost curves that show some output range over which there are economics of scale and a wide range of output over which long-run average cost is constant;
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what is going on and say that is a really great question I was actually think something similar. Do you mind if I ask a question (look at the peers almost for acknowledgment and then just ask) by the way my name is Matt I recognize the learning curve will be quick I understand for me to be a contributor for this team. I want to have the tools necessary for me to do this … can you tell me what the learning process is here and how you handled it? Is there anything I can do now that can better prepare
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to $4 and the price of Y rose to $9‚ how much would Murphy’s income have to rise so that he could still afford his original bundle? a. $700 b. $450 c. $350 d. $1‚050 5. Charlie has the utility function U(xA‚ xB) = xAxB. His indifference curve passing through 15 apples and 16 bananas will also pass through the point where he consumes 3 apples and a. 40 bananas. b. 83 bananas. c. 20 bananas. d. 87 bananas. e. 80 bananas. 1 6. Harmon’s utility function is U(x1‚ x2) = x1x2.
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