Bond valuation-Annual interest Calculate the value of the bond shown in the following table, assuming it pays interest annually. (Click on the icon here inorder to copy the contents of the data table below into a spreadsheet.)Par value Coupon interest rate Years to maturity Required return$10012%78%The value of the bond is $(Round to the nearest cent.)

Given information: Par or Face value (FV) = $100 Annual Coupon rate (CR) = 12% or 0.12 Annual Coupon…

Answered: Bond valuation-Annual interest…

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Bond prices. Price the bonds from the following table with quarterly coupon payments: Hint: Make sure to round all intermediate calculations to at least seven decimal places. a. Find the price for the bond in the following table: (Round to the nearest cent.) Years to Par Value $5,000.00 Data table Yield to (Click on the following icon in order to copy its contents into a spreadsheet.) Years to Par Value Coupon Rate Maturity Yield to Maturity Price $5,000.00 8% $5,000.00 12% $1,000.00 $1,000.00 10% 9% 5232 8% ? 7% ? 30 12% ? 9% ? Print Done - ☑
Given the data below, find the two missing values. Bond par $1,250 Years remaining to maturity: 30 Years remaining to earliest call: 15 Coupon rate: 7.25% Payments per year: 2 Price paid for bond: $786 Call premium: (Calculate in Excel) Yield to Call - Use RATE() ( Calculate in excel)
Afive-yearbondhasa$10,000parvalueandpayssemi-annualcouponsof$1,000.The bond’s yield-to-maturity is 8%. 1.(a) How much would you be prepared to pay for the bond? 2.(b) What should the price of the bond be one year from now? 3.(c) If all happens as expected, what rate of return would an investor expect if they buy the bond today and sell it in one year?
Conceptual Overview: Explore the value of fixed-interest coupon bonds of different terms. This graph shows the value of 10% coupon bonds of different terms across differing market interest rates. Each bond pays INT = $100 at the end of each year and returns M = $1,000 at maturity. For comparison, the blue line depicts the value of a one-year bond. The term of the other bond in years may be changed using the slider. Drag on the graph to change the current market interest rate (rd) at which the bond (orange curve) is evaluated. ∑ t = 1 Y r s I N T ( 1 + r d ) + M ( 1 + r d ) = ∑ t = 1 1 5 $ 1 0 0 ( 1 + 0 . 1 0 0 ) + $ 1 0 0 0 ( 1 + 0 . 1 0 0 ) = 1 , 0 0 0 ∑ t=1 Yrs (1+r d ) t INT + (1+r d ) Yrs M =∑ t=1 15 (1+0.100) t $100 + (1+0.100) 15 $1000 =1,000 ∑t=1Yrs(1+rd)tINT+(1+rd)YrsM=∑t=115(1+0.000)t$100+(1+0.000)15$1000=2,500. 1. What is the value of a 15-year 10% $1,000 coupon bond when the market interest rate is 15%? $421$708$1,000$1,5192. What is the value of a 12-year 10% $1,000…
Exploring Finance: Coupon Bonds. Coupon Bonds Conceptual Overview: Explore the value of fixed-interest coupon bonds of different terms. This graph shows the value of 10% coupon bonds of different terms across differing market interest rates. Each bond pays INT = $100 at the end of each year and returns M = $1,000 at maturity. For comparison, the blue line depicts the value of a one-year bond. The term of the other bond in years may be changed using the slider. Drag on the graph to change the current market interest rate (rd) at which the bond (orange curve) is evaluated. 5. For a 10%, $1,000 coupon bond, a longer term bond (say, 15 years) is: less affected by changes in the market rate than a 1-year bond. affected the same by changes in the market rate than a 1-year bond. more affected by changes in the market rate than a 1-year bond. Cannot be determined.
Yield to maturity Peter, an intern at Elite Investments, is asked by his supervisor to perform simple analysis of bonds in the bond market. He wants to calculate the theoretical values of the following bonds. Using the information provided below, calculate the intrinsic value of each $1,000-par-value bond The value of bond A is S Bond A B (Round to two decimal places.) Coupon rate 6% 8 Coupon frequency semiannually annually Time to maturity 5 years 9 Yield to maturity 6% 7
What is the bond's duration in years? Information from prior You see a five-year bond trading in the market with the following characteristics: $1,000 face value, 9% coupon with 5 years to maturity. Assume market interest rates are 8.5% and that coupon payments are annual.
Note: Coupons are paid semi-annually unless otherwise noted. Coupon rates and yield are annual numbers unless otherwise noted. Par value/face value is always $1000. All bonds have a par value of $1000. years to maturity coupon rate yield to maturity 25 10.6% 9% What is the value of the bond? Answer:
The bond in the table pays coupons semi-annually. years to maturity 27 yield to maturity 7.2% What is the bond's coupon rate? Answer: bond price $1000
Calculate the annual interest (in $) and current yield (as a %) of the bond. (Round your percentage to one decimal place.) Company Coupon Rate Annual Interest Company 5 8.25% +A Market Price 104.00 Current Yield %
Following information is available in respect of a bond: Face value Rs.100 Market value Rs. 96.48 Coupon rate 8% Yield to maturity 10% Duration 1.92 years Find out Modified duration. If there is a decrease in YTM to 9%, find out the new expected market price.
Bond valuation-Semiannual interest Calculate the value of each of the bonds shown in the following table, all of which pay interest semiannually. (Click on the icon here in order to copy the contents of the data table below into a spreadsheet.) Bond A B C The value of bond A is $ Par Value $500 500 100 Coupon interest rate 9% 12 13 (Round to the nearest cent.) Years to maturity 10 15 5 Required stated annual return 10% 10 16

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