… $ $ $ $ $ $32.50+$1000ĩ Types of Bonds Debentures - unsecured bonds. Issued by AT&T.Ĩ Example: AT&T 6 ½ 32 Par value = $1,000Ĭoupon = 6.5% or par value per year, or $65 per year ($32.50 every six months). n $I $I $I $I $I $I+$Mħ Example: AT&T 6 ½ 32 Par value = $1,000Ĭoupon = 6.5% or par value per year, or $65 per year ($32.50 every six months). Karakteristik saham biasa Menilai saham biasa Menghitung tingkat imbal hasil yang diharapkan pemegang sahamīonds pay fixed coupon (interest) payments at fixed intervals (usually every six months) and pay the par value at maturity. Menguraikan karakterisitik dan ciri saham preferen Menghitung nilai saham preferen Menjelaskan karakteristik dan ciri saham biasa Menghitung nilai saham biasa Menghitung tingkat imbal hasil yang diharapkan dari sahamĥ Pokok Bahasan 2 Jenis dan ciri saham preferen Me nilai saham preferen Terminologi dan karakterisitik obligasi Definisi nilai Penentu nilai Proses dasar penilaian Penilaian obligasi Yield to maturity Lima hubungan penting pada penilaian obligasiĤ Tujuan Pembelajaran 2 Mahasiswa mampu untuk: Membedakan berbagai jenis obligasi dan menjelaskan beberapa karakteristik obligasi yang populer Menjelaskan definisi nilai untuk berbagai penggunaan Menjelaskan faktor-faktor yang menentukan nilai Menjelaskan proses dasar penilaian aset Menghitung nilai obligasi dan yield to maturity Menjelaskan lima hubungan penting pada penilaian obligasi This numerical approach can be implemented to solve the value of desired interest rate from the obligation by using the same calculation step and algorithm.Chapter 7 - Valuation and Characteristics of Bonds Chapter 8 - Stock ValuationĢ Tujuan Pembelajaran 1 Mahasiswa mampu untuk: By using this method, there are still any differences of calculation result, but it’s not significant. There is only approximation of 4 digits in decimals for the result. This method gives the same result if it is compared with several methods mentioned above for the same case. In this method, the numerical case must be transferred into the NPV equation or obligation equation, and be created to the polynomial equation in term of f(x) until the error is minimum. As we know there are several methods to solve the calculation about IRR ,such as Interpolation Method by using the financial table and Trial and Error Method by using IRR Function in Excel Software but the most popular is Newton Raphson Method. This paper will present the application of numerical mathematic and discuss the alternative method to calculate and solve the problem about the value of Internal Rate Return (IRR) and desired returned rate by obligation investor. Internal Rate Return, interpolation method numerical mathematic, Newton Raphson Method, NPV equation, polynomial equation, interaction, obligation, approximation Abstrak Fakultas Teknik Universitas Trunojoyo Madura
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