Modern finance - Assignment Example

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Modern finance

The formula is structured this way in order to make its analysis easier and more standardized. c. The investor in this case, by applying the model, understands the non feasibility of exercising the call option, since the price of the asset is lower than the strike price of 110. Question 2 a. Re = Ra + D/E(Ra-Rd) Firm A: 14% + 0.4(14%-9%) = 0.16 or 16% Firm B: 14% + 0.5(14%-9%) = 0.165 or 16.5% The return to equity represents the return required by shareholders. In this scenario, with all other factors constant, as the Debt to Equity ratios only differ, the results show that for Firm B, the shareholders require a 0.5% higher return than Firm A shareholders, due to the higher leverage. b. given the data, we also know that Risk = variance = w^2(a)*sigma(a)^2 + w(b)^2*sigma(b)^2 + 2w(a)w(b)*p*sigma(a)*sigma(b) i. 0.52*0.052 + 0.52*0.062 + (2*0.5*0.5*1*0.05*0.06) = 0.00303 Std dev = 5.5% ii. 0.52*0.052 + 0.52*0.062 + (2*0.5*0.5*-1*0.05*0.06) = 0.00003 Std dev = 0.5% iii. 0.52*0.052 + 0.52*0.062 + (2*0.5*0.5*0.5*0.05*0.06) = 0.00228 Std dev = 4.77% c. ...
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Question 1 a. According to the model, we have: d2= so we have d1= {[ln(70/110)] + [(0.11 + (0.16/2)*(0.5)]} / {0.4*(sqrt(0.5)} = = [(-0.452) + (0.095)] / {0.283} = -1.261 d2= -1.5438 N(d1)= 0.885 N(d2)= 0.932 Value of Call option = N(d1)*S – N(d2)*K*(e^-rT) = 0.885*70 - 0.932*110*0.947 = = -35.14 b…
Author : eturcotte

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