On 1 July 2018 BMW Ltd issues $2 million in 10-year debentures that pay interest each six months ata coupon rate of 10 per cent. At the time of issuing the securities, the market requires a rate of returnof 12 per cent. Interest expense is determined using the effective-interest method.Formula for PV of $1 in n periods =1/(1+k)*l-1/(l#k)"Formula for present value of annuity of $1 per period for n periods =where, k is the discount rate expressed in decimalRequired:(i)Determine the issue price of the debenture.(ii)Provide the journal entries at 1 July 2018 and 30 June 2019.

Concept Debenture is a form of loan or debt raised by company through issuance of debentures.…

Answered: On 1 July 2018 BMW Ltd issues $2…

FINANCIAL ACCOUNTING

10th Edition

ISBN:9781259964947

Author:Libby

Publisher:Libby

Chapter1: Financial Statements And Business Decisions

Section: Chapter Questions

Problem 1Q

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On 1 July 2023 Tamasek Ltd issues convertible notes with a face value of $10 million. The convertible notes have a 20-year term and mature on 30 June 2043. Interest is payable semi-annually in arrears, i.e. on 31 December and 30 June each year, and the coupon rate of interest is 7.5% p.a., At around the same point in time, companies with a similar credit rating issue debt securities without a conversion option with a coupon rate of 10% p.a., payable semi-annually. Required: Determine the debt and equity components of the convertible notes issued using the residual valuation method. Prepare the entries of Tamasek Ltd to account for the convertible notes over the period 1 July 2023 to 30 June 2025.
A bond, described in the exhibit below, is sold for a settlement on 8 April 2021.Annual Coupon rate:12%Coupon payment frequency: monthlyMaturity date*: 11396 + Settlement dateDay count convention : 30 / 360Annual yield to maturity:9%Face value:1,000 USDCalculate the dirty price (full price), clean price (flat price) and accrued interest (AI). * Example if your ID number 9876, then 8 April 2021 + 9876 days = 22 April 2048
(c) BingBing Co has borrowed a £25 million money market loan, where the interest rate is LIBOR +300 basis points. It is currently 15th May 20X0 and LIBOR is 2.5%. The interest rate is due to be reset for the following 3 months on the 1st July 20X0 (i.e. LIBOR will be reset). The company wishes to hedge its exposure using short term interest rate futures contracts (STIRS). Assume the actual futures price on the 15th May 20X0 is 97. Calculate and discuss the outcome of the hedge if basis is 0.2 and LIBOR is 3% on the 1st July 20X0. The discussion should include basis risk.
A ten-year floating-rate note (FRN) has coupons referenced to 3-month pound LIBOR, and pays coupon interest quarterly. Assume that the current 3-month LIBOR is 4 percent. If the risk premium above LIBOR that the issuer must pay is 12.5 basis points, the next period's coupon payment on a £1,000 face value FRN will be Group of answer choices £31.25. £82.50. £165.00. £10.31.
A company's investments earn LIBOR minus 0.5%. Explain how it can use the quotes in Table to convert the investments to (a) 3-year, (b) 5-year, and (c) 10-year fixed-rate investments.
Hh1. Account
Consider a zero-coupon bond issued on 1st of March 2017 with maturity in two years and face value £100 (a) Compute the price on the 1st of March 2017 if the gross yield is 4% p.a. effective. (b) If the bond is issued at a price of £90 and pays capital gains tax at 25%, find the net redemption yield.
A mortgage pass-through security (PT) has a par value of $100,000, a 4% coupon paid monthly, and is based on 30 year mortgages. The current market rate for similar bonds is 3.5%, and prepayments currently equal $100 per month. Assume rates immediately rise to 4.5%, and prepayments drop to $40 as a result. The PT will now be paid off in month 310. What is the price of the PT today? Group of answer choices: $98,323.2214 $184,274.6844 $94,737.4877 $102,365.1248
A gilt with a face value of £100 and 2 years to maturity pays a 6% annual coupon. It is quoted at a price of £99.09. What is its yield to maturity (YTM)? Present Value Table Present value of 1 i.e. (1 + r)–n Where r = discount rate n = number of periods until payment Periods Discount rate (r) Periods 1% 2% 3% 4% 5% 6% 7% 8% 9% 10%1 0.990 0.980 0.971 0.962 0.952 0.942 0.933 0.923 0.914 0.9052 0.980 0.961 0.943 0.925 0.907 0.890 0.873 0.857 0.842 0.8263 0.971 0.942 0.914 0.887 0.861 0.837 0.813 0.790 0.768 0.7464 0.961 0.924 0.888 0.853 0.819 0.786 0.754 0.723 0.693 0.6655 0.951 0.888 0.837 0.789 0.747 0.708 0.672 0.636 0.603 0.5736 0.942 0.853 0.789 0.735 0.681 0.630 0.582 0.537 0.495 0.4567 0.933…
8. On January 28, 2011 a T-bill was issued with a face value of $170000 and a maturity date of July 22, 2011. If it was purchased for $164862.17 on the date it was issued, what yield is the investor realizing?
An investor uses £50,000 to buy 10-year bonds with a face value of £100. The bonds pay coupons semi-annually at a rate of 4%. The bonds currently yield 6% p.a. effective in the market. Calculate the price of a single bond £ 数字 Enter your answer as a decimal correct to 2 decimal places Calculate the net present value of the bond investment project at an interest rate of 1.5% p.a. £ 数字 Enter your answer correct to £100
Please answer all questions and show all calculations. Thank you.

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