1. Today's value of the S&P500 stock index is at 3,915. The 500 stocks underlying the index provide an estimated dividend yield of 1.5% p.a. (continuously compounded). The risk-free rate is at 1.7%...


PART B


1.<br>Today's value of the S&P500 stock index is at 3,915. The 500 stocks underlying<br>the index provide an estimated dividend yield of 1.5% p.a. (continuously compounded). The<br>risk-free rate is at 1.7% p.a. (continuously compounded).<br>Consider a 3-month forward contract on the S&P500 stock index.<br>(a) Compute today's arbitrage-free forward price of the 3-month forward contract.<br>Suppose you are entering today into a long position in the 3-month forward contract on the<br>S&P500 with the forward price computed in (a).<br>(b) What is the value of this long position in the forward contract today?<br>(c) Assume in one month the S&P500 index will be at 3,900. What will be the value of your<br>long position in the forward contract then?<br>

Extracted text: 1. Today's value of the S&P500 stock index is at 3,915. The 500 stocks underlying the index provide an estimated dividend yield of 1.5% p.a. (continuously compounded). The risk-free rate is at 1.7% p.a. (continuously compounded). Consider a 3-month forward contract on the S&P500 stock index. (a) Compute today's arbitrage-free forward price of the 3-month forward contract. Suppose you are entering today into a long position in the 3-month forward contract on the S&P500 with the forward price computed in (a). (b) What is the value of this long position in the forward contract today? (c) Assume in one month the S&P500 index will be at 3,900. What will be the value of your long position in the forward contract then?

Jun 11, 2022
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