Today is 1 July 2020. Siobhán has a portfolio which consists of two different types of financial instruments (henceforth referred to as instrument A and instrument B). Siobhán purchased all...


Today is 1 July 2020. Siobhán has a portfolio which consists of two<br>different types of financial instruments (henceforth referred to as instrument<br>A and instrument B). Siobhán purchased all instruments on1 July 2011<br>to create this portfolio and this portfolio is composed of 26 units of<br>instrument A and 45 units of instrument B.<br>Instrument A is a zero-coupon bond with a face value of 100. This bond<br>matures at par. The maturity date is 1 January 2030.<br>Instrument B is a Treasury bond with a coupon rate of = 4.9% p.a. and<br>face value of 100. This bond matures at par. The maturity date is 1 January<br>2023.<br>Calculate the current duration of Siobhán's portfolio using a yield to maturity<br>of = 4.39% p.a. Express your answer in terms of years and round your<br>answer to two decimal places.<br>a. 4,34<br>b. 5.73<br>c. 6.42<br>d. 4.13<br>

Extracted text: Today is 1 July 2020. Siobhán has a portfolio which consists of two different types of financial instruments (henceforth referred to as instrument A and instrument B). Siobhán purchased all instruments on1 July 2011 to create this portfolio and this portfolio is composed of 26 units of instrument A and 45 units of instrument B. Instrument A is a zero-coupon bond with a face value of 100. This bond matures at par. The maturity date is 1 January 2030. Instrument B is a Treasury bond with a coupon rate of = 4.9% p.a. and face value of 100. This bond matures at par. The maturity date is 1 January 2023. Calculate the current duration of Siobhán's portfolio using a yield to maturity of = 4.39% p.a. Express your answer in terms of years and round your answer to two decimal places. a. 4,34 b. 5.73 c. 6.42 d. 4.13

Jun 03, 2022
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