Fundamentals of Corporate Finance
Fundamentals of Corporate Finance
11th Edition
ISBN: 9780077861704
Author: Stephen A. Ross Franco Modigliani Professor of Financial Economics Professor, Randolph W Westerfield Robert R. Dockson Deans Chair in Bus. Admin., Bradford D Jordan Professor
Publisher: McGraw-Hill Education
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Chapter 20.A, Problem 5QP
Summary Introduction

To interpret:The net present value (NPV) of the decision to switch

Introduction:

Credit policy refers to a set of procedures that include the terms and conditions for providing goods on credit and principles for making collections.

Net present value (NPV):

The discounted amount of the future cash flows deducted from the capital investment is known as net present value.

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[Question text] Syarikat Sinergi is considering a new credit policy. The current policy is cash only. The new policy would involve extending credit for one period or net 30. Based on the following information, determine if the switch is advisable. The interest rate is 2.5% per period. CURRENT POLICY NEW POLICY Price per unit RM175 RM175 Cost per unit RM130 RM130 Sales per period in units 1.000 1,100 Select one: A. Yes, the switch should be made because the NPV is RM8,000. B. No, the switch should not be made because the NPV is -RM4,500. C. Yes, the switch should be made because the NPV is RM4,500. D. No, the switch should not be made because the NPV is -RM8,000.
3. Answer the following questions based on the information below Current credit policy(n/a) Proposed credit policy (net 30) Price (RO) 15 17 Variable cost per unit (RO) 8. 12 Quantity 200,000 300,000 Monthly rate 1.25% a. What is the incremental cash flows from switching credit policies? b. What is the cost of switching? c. What is your recommendation? d. We assume that the variable cost and the price per unit remain stable as in the current policy, calculate and interpret the break-even sales increase. e. What is the break-even probability of default if we assume one time scale? Interpret.
Please no written by hand solution Suppose you observe the following rates in a market. $0.80 = 1.0 euros $1.50 = 1.00 pounds 0.55 pound = 1.00 euro If you have $1 million, you will get arbitrage profits by buying a currency with $1 million, then buying another currency with the currency you bought, and lastly buying dollars with the currency you bought. The arbitrage profit with the operation will be ?

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Fundamentals of Corporate Finance

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