Chapter 10 Bond Prices and Yields 1. a. Catastrophe bond: Typically issued by an insurance company. They are similar to an insurance policy in that the investor receives coupons and par value‚ but takes a loss in part or all of the principal if a major insurance claim is filed against the issuer. This is provided in exchange for higher than normal coupons. b. Eurobond: They are bonds issued in the currency of one country but sold in other national markets. c. Zero-coupon bond: Zero-coupon bonds
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1 One-factor Interest Rate Modeling 1 In this lecture... q stochastic models for interest rates q how to derive the bond pricing equation for many fixed-income products q the structure of many popular interest rate models 2 2 Introduction In this lecture we see the ideas behind modeling interest rates us-ing a single source of randomness. This isone-factor interest rate modeling. q The model will allow the short-term interest rate‚ the spot rate‚ to follow a random walk. This model leads
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Major Determinants of Interest Rates Inflation Inflation is a factor that decisively affects the nature or outcome of interest rates. “Inflation is an increase in prices of goods and services over time”(Financial Institutions‚ Instruments and Markets‚ 2012). Inflation is the natural byproduct of a robust‚ growing economy. No inflation‚ or deflation (the lowering of prices)‚ is actually a much worse economic indicator. Also‚ in a healthy economy‚ wages rise at the same rate as prices. A standard
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Goodrich-Rabobank Interest Rate Swap In 1983‚ both B.F. Goodrich and Rabobank needed to execute external financing in order to raise 50 million dollars for ongoing operations. Goodrich wanted to raise the money through debt financing‚ but because their bonds were BBB- rated‚ they would have to pay a steep interest rate for a fixed rate. However‚ the Solomon brothers had an idea. Goodrich could borrow with a floating rate that was tied to LIBOR and then swap interest payments with a Euromarket
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1) A $100 deposit today that earns an annual interest rate of 10% is worth how much at the end of two years? Assume all interest received at the end of the first year is reinvested the second year. 2) An investment of $100 today is worth $116.64 at the end of two years if it earns an annual interest rate of 8%. How much interest is earned in the first year and how much in the second year of this investment? 3) Which of the following investments has a larger future value? A $100 investment
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Markets and Systems Set - 2 Theory and Structure of Interest rates P C Narayan IIMB PCN BFMS L02 1 Loanable Funds theory “Market interest Rate is determined by the factors that control the supply and demand for loanable funds” IIMB PCN BFMS L02 2 1 Demand for Loanable Funds • Household demand for loanable funds – As household income rises‚ so does installment debt – Inverse relationship between demand for lonable funds and interest rate • Business demand for loanable funds – Inverse relationship
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FACTORS AFFECTING INTEREST RATE ON LISTED NEPALESE BANKS AND FINANCE COMPANIES By AAKASH PARAJULI Shanker Dev Campus T.U. Regd. No. 5-1-33-1-99 Campus Roll No. : 313/062 A Thesis Submitted to: Office of the Dean Faculty of Management Tribhuvan University In partial fulfillment of the requirement for the Degree of Master of Business Studies (M.B.S) Kathmandu‚ Nepal July‚ 2009 RECOMMENDATION This is to certify that the Thesis Submitted by: AAKASH PARAJULI Entitled: FACTORS
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What is the rule of 72? Well… here’s the equation: Years to double = 72 / Interest rate DO NOT reread this equation. The rule of 72 is a hard rule to explain. I will do my best to try to explain it. The answer to ‘rule of 72’ gives us a number of years. This number of years tells us how long it takes to double our money. Let’s say you have 100 dollar. The ‘rule of 72’ helps us figure out how long it will take to have 200 dollars. Scenario 1: You have invested your 100 dollars in a 3%
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INDEX TOPIC PAGE NO 1 Abstract 3 2 Current status of Indian Bond Market 3 3 All about Yield curve 5 4 Behavior of bond yields- Case by Case basis 7 5 Data Calculations and Conclusions 11 6 Literature Review 15 7 References 17 Abstract This paper examines the determinants of the bond yields in India using daily data from Feb 20‚ 2013 through March 30‚ 2014‚ to be precise 300 working days. The
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Yield of CuCl2.2DMSO Formula weight (Mr) of CuCl2 = 63.55 + (35.45 x 2) =134.45g/mol Formula weight of product CuCl2.2DMSO = 134.45 + 2[16 + 32.06 + (12.01 x 2) + (1.0079 x 6)] = 290.704g/mol Mass of CuCl2= 0.850g Equation for reaction CuCl2 + 2DMSO -> CuCl22DMSO Mole ratio between CuCl2 and CuCl22DMSO = 1:1 Mole of CuCl2 = Mass/ Mr = 0.850/134.45 = 0.00632 moles Since the ratio between CuCl2 and CuCl22DMSO = 1:1‚ mole of CuCl2DMSO is also 0.0063 moles. To find theoretical yield of CuCl2
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