Elliot Enterprises' bonds currently sell for $1,150; have an 11% coupon interest rate and a $1,000 par value, pay interest annually, and have18 years to maturity. (i) Calculate the bonds' current yield (ii) Calculate the bonds' yield to maturity (YTM). (iii) Compare the YTM calculated in part (ii) to the bonds' coupon interest rate and current yield calculated in part (i). Use a comparison of the bonds’ current price and par value to explain these differences.

Elliot Enterprises' bonds currently sell for $1,150; have an 11% coupon interest rate and a $1,000 par value, pay interest annually, and have18 years to maturity. (i) Calculate the bonds' current yield (ii) Calculate the bonds' yield to maturity (YTM). (iii) Compare the YTM calculated in part (ii) to the bonds' coupon interest rate and current yield calculated in part (i). Use a comparison of the bonds’ current price and par value to explain these differences.

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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1. On January 1, 2024, Lansing Group issued $1,000,000 of 6% bonds, dated January 1. Interest is payable semiannually on June 30 and December 31. The bonds mature in five years. The market yield for bonds of similar risk and maturity is 8%. INSTRUCTIONS: 1. Determine the price of these bonds that are issued to yield the 8% market rate using the Time Value of Money Tables. Include the table and relevant components for each factor used. 2. Record the issuance of these bonds by Lansing Group. 3. Prepare an amortization schedule that determines interest at the effective rate through the maturity date of the bonds. 4. Prepare the entries to record the interest on June 30, 2024, and December 31, 2024. 5. Assume that Lansing Group retires the bonds on January 1, 2026, paying $1,027,544. Prepare the entry to record the retirement.
Complete the below table to calculate the price of a $1 million bond issue under each of the following independent assumptions (FV of $1, PV of $1, FVA of $1, PVA of $1, FVAD of $1 and PVAD of $1): 1. Maturity 10 years, interest paid annually, stated rate 10%, effective (market) rate 12%.2. Maturity 10 years, interest paid semiannually, stated rate 10%, effective (market) rate 12%.3. Maturity 10 years, interest paid semiannually, stated rate 12%, effective (market) rate 10%.4. Maturity 20 years, interest paid semiannually, stated rate 12%, effective (market) rate 10%.5. Maturity 20 years, interest paid semiannually, stated rate 12%, effective (market) rate 12%.
Assume that a bond is issued with the following characteristics: Date of bonds: January 1, 2023; maturity date: Dec. 31, 2027; face value: $200,000; Coupon interest rate: 10 percent paid semiannually; market interest rate: 12 percent; issue price: $185,280; bond discount is amortized using the effective interest method of amortization. What is the amount of bond discount amortization for the June 30, 2023, adjusting entry? A) $559 B) $1,117 C) $10,000 D) $11,117
David Palmer identified the following bonds for investment: BondA: A$1millionpar,10%annualcouponbond,whichwillmature on July 1, 2025. Bond B: A $1 million par, 14% semi-annual coupon bond (interest will be paid on January 1 and July 1 each year), which will mature on July 1, 2031. Bond C: A $1 million par, 10% quarterly coupon bond (interest will be paid on January 1, April 1, July 1, and October 1 each year), which will mature on July 1, 2026. The three bonds were issued on July 1, 2011. (a) If Bond B is issued at face value and both Bond B and Bond A are having the same yield to maturity (EAR), calculate the market price of Bond A on July 1, 2011. [N ote: Full mark would only be given to correct answer of which the values of those variables not provided in the question directly are derived.] (b） David purchased the Bond C on January 1, 2014 when Bond C was priced to have a yield to maturity (EAR) of 10.3812891%. David subsequently sold Bond C on January 1, 2016…
1. Below is information about three $10000 par value bonds, each of which pays coupon semiannually. The required rate of return on each bond is 14%. Calculate the value of the bonds and determine whether the bond is selling at discount, premium or par value. Bond Coupon Rate (%) Maturity (years) 1 8 5 2 14 10 3 16 15 2. Using the Interpolation Method to calculate the YTM for the below Bonds: > The par value $18000 > Coupon Rate 10% every year > Maturity period 10 years > Market Value of bond $21800
David Palmer identified the following bonds for investment: 1. 1) Bond A: A $1 million par, 10% annual coupon bond, which will mature on July 1, 2025. 2. 2) Bond B: A $1 million par, 14% semi-annual coupon bond (interest will be paid on January 1 and July 1 each year), which will mature on July 1, 2031. 3. 3) Bond C: A S1 million par, 10% quarterly coupon bond (interest will be paid on January 1, April 1, July 1, and October 1 each year), which will mature on July 1, 2026. The three bonds were issued on July 1, 2011. (a) If Bond B is issued at face value and both Bond Band Bond A are having the same yield to maturity (EAR) at issuance, calculate the market price of Bond A on July 1, 2011.
Please show proper steps thanks
(Related to Checkpoint 9.2 and Checkpoint 9.3) (Bond valuation relationships) The 11-year, $1,000 par value bonds of Waco Industries pay 7 percent interest annually. The market price of the bond is $955, and the market's required yield to maturity on a comparable-risk bond is 6 percent. a. Compute the bond's yield to maturity. b. Determine the value of the bond to you given the market's required yield to maturity on a comparable-risk bond. c. Should you purchase the bond? a. What is your yield to maturity on the Waco bonds given the current market price of the bonds? % (Round to two decimal places.)
David Palmer identified the following bonds for investment: Bond A: A $1 million par, 10% annual coupon bond, which will mature on July 1, 2025. Bond B: A $1 million par, 14% semi-annual coupon bond (interest will be paid on January 1 and July 1 each year), which will mature on July 1, 2031. Bond C: A $1 million par, 10% quarterly coupon bond (interest will be paid on January 1, April 1, July 1, and October 1 each year), which will mature on July 1, 2026. The three bonds were issued on July 1, 2011. David Palmer purchased Bond C on January 1, 2014 when Bond C was priced to have a yield to maturity (EAR) of 10.3812891%. David subsequently sold Bond C on January 1, 2016 when it was priced to have a yield to maturity (EAR) of 12.550881%. Assume all interests received were reinvested to earn a rate of return of 3% per quarter (in another investment account). Calculate: i) the current yield, ii) the 2-year capital gains yield and iii) the 2-year total rate of return on investment…
BlueLtd. Issued a $1,164,000, 10-year bond dated January 1, 2020. The bond was sold to yield 12% effective interest. The bond paid 10% interest on January 1 and July 1 each year. The company's year-end was December 31, and Blue followed IFRS. Using 1 factor Tables 2. a financial calculator, or 3. Excel function PV, calculate the amount received for the bond, and any discount or premium on the bond. Click here to view the tactor table PRESENT VALUE OF 1. Click here to view the factor table PRESENT VALUE OF AN ANNUITYOF 1 (For calculation purposes, use 5 decimal places as displayed in the factor table provided and final answers to 0 decimal places, e.g. 5,275.) Proceeds from sale of bond : on bond Prepare the journal entries for above transactions. (Round answers to 0 decimal places, e.g. 5,275. Credit account titles are automatically indented when the amount is entered. Do not Indent manually. If no entry is required, select "No Entry" for the account titles and enter 0 for the…
Determine the price of a $1.9 million bond issue under each of the following independent assumptions: Maturity 10 years, interest paid annually, stated rate 6%, effective (market) rate 9%. Maturity 10 years, interest paid semiannually, stated rate 6%, effective (market) rate 9%. Maturity 10 years, interest paid semiannually, stated rate 9%, effective (market) rate 6%. Maturity 20 years, interest paid semiannually, stated rate 9%, effective (market) rate 6%. Maturity 20 years, interest paid semiannually, stated rate 9%, effective (market) rate 9%.
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