EFFECT OF INTEREST RATE ON FOREIGHN EXCHANGE RATE (EVIDENCE FROM ASIAN REGION) ABSTRACT: In this article we investigate the impact of a change in U.S. short term interest rates relative to those in some Asian countries like Bangladesh‚ Thailand‚ Japan‚ Pakistan‚ and China on the bilateral foreign exchange rates between the U.S dollar and each country’s currency. Several factors determine the exchange rate of a country. A higher currency makes a country’s exports more expensive and imports cheaper
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INSTRUCTORS MANUAL: MULTINATIONAL FINANCIAL MANAGEMENT‚ 9TH ED. CHAPTER 2 SUGGESTED ANSWERS TO CHAPTER 2 QUESTIONS 1. a. Describe how these three typical transactions should affect present and future exchange rates. Joseph E. Seagram & Sons imports a year’s supply of French champagne. Payment in euros is due immediately. ANSWER. The euro should appreciate relative to the dollar since demand for euros is rising. b. MCI sells a new stock issue to Alcatel‚ the French telecommunications company
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The term structure of interest rates‚ also known as the yield curve‚ is a very common bond valuation method. Constructed by graphing the yield to maturities and the respective maturity dates of benchmark fixed-income securities‚ the yield curve is a measure of the market’s expectations of future interest rates given the current market conditions. Treasuries‚ issued by the federal government‚ are considered risk-free‚ and as such‚ their yields are often used as the benchmarks for fixed-income securities
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CHAPTER 6 INTEREST RATES AND BOND VALUATION L E A R N I N G LG1 Describe interest rate fundamentals‚ the term structure of interest rates‚ and risk premiums. LG2 Review the legal aspects of bond financing and bond cost. LG3 LG4 Discuss the general features‚ quotations‚ ratings‚ popular types‚ and international issues of corporate bonds. LG5 LG6 G O A L S Apply the basic valuation model to bonds and describe the impact of required return and time to maturity
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Interest rate pass-through: the case of Hungary Csilla Horváth‚ Judit Krekó‚ Anna Naszódi Magyar Nemzeti Bank‚ Budapest‚ 1850‚ Szabadság tér 8-9‚ Hungary Telephone: 00-36-1-428-2600‚ Fax: 00-36-1-428-2590 Email: horvathcs@mnb.hu‚ krekoj@mnb.hu‚ naszodia@mnb.hu 1 Interest rate pass-through: the case of Hungary Csilla Horváth‚ Judit Krekó‚ Anna Naszódi Abstract In this paper we analyze the interest rate pass-through in Hungary‚ with the help of ECM and TAR models‚ using both aggregated and bank
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NAME: RANJEETA BHATTACHARYA SUBJECT: ADVANCED ECONOMETRICS TERM PAPER COURSE INSTRUCTOR: PROF. K.L.KRISHNA TOPIC: THE BIRTH RATE AND ECONOMIC DEVELOPMENT: AN EMPIRICAL STUDY OF DEVELOPING COUNTRIES SUBMISSION DATA: 17/11/2010 INTRODUCTION The birth rate has long interested economists as well as demographers. In recent years the emphasis of research by the members of both professions has been on the facts and their consequences for economic welfare. It has been agreed almost by every observer
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Understanding the Term Structure of Interest Rates Prepared for Fundamentals of Financial Management Distributed October 24‚ 2005 TABLE OF CONTENTS List of Figures....................... ....................................... .....................iii List of Abbreviations and Symbols............................. ..........................iv Summary.............................................
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EXPLAIN THE CONCEPT OF THE TERM STRUCTURE OF INTEREST? WHAT INFLUENCE DOES THE BANK OF ENGLAND HAVE OVER THE TERM STRUCTURE AND WHY IS IT IMPORTANT FOR MONETARY POLICY To understand the term structure of interest rate we need to elaborate how interest rates function and how they are determined. Interest rates are a vital tool to all the macro-economic policy objectives of a government such as control of inflation‚ investment as well as employment. Interest rates refer to the price paid by deficit agents
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Chapter 5 : Interet rates Page161 Interest rate quotes and adjustments 5-1. Your bank is offering you an account that will pay 20% interest in total for a two-year deposit. Determine the equivalent discount rate for a period length of a. Six months. b. One year. c. One month. a. Since 6 months is [pic] of 2 years‚ using our rule [pic] So the equivalent 6 month rate is 4.66%. b. Since one year is half of 2 years [pic] So the equivalent 1 year rate is 9.54%. c. Since
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Interest rate is the rate paid by the debtor for using the money of creditor (http://www.investorwords.com/2539/interest_rate.html 1.12.2011.). Normally‚ the interest rate charged by percentage of the money borrowed for a period of one year. For example‚ debtor borrowed £100 from the bank for one year; the interest rate of that year is 10%‚ then the debtor has to pay £110 to the bank after one year for using their money‚ the extra £10 is the interest. Moreover‚ the interest rate played an important
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