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. Find prices one period from the end. Value at Year 2:
0.5 × [(104/1.0450) + (104/1.0450)] + 4 = 103.522 0.5 × [(104/1.0325) + (104/1.0325)] + 4 = 104.726 0.5 × [(104/1.0235) + (104/1.0235)] + 4 = 105.612
Find prices two periods from the end. Time 1 values are the average of Time 2 dis- counted plus the coupon payment.
0.5 × [(103.522/1.0360) + (104.726/1.0360)] + 4 = 104.506
0.5 × [(104.726/1.0260) + (105.612/1.0260)] + 4 = 106.504
Find prices at Time 0. There is no coupon paid in this node.
0.5 × [(104.506/1.029) + (106.504/1.029)] = 102.532
because the discount rate used is an average across time.
because the calculation omits the 4 coupon in the last period.

. Betta has taken the correct approach in using actual coupon bonds for Bay Corp and estimating implied zero-coupon bonds. Because the bonds rank equally, there is no need to adjust for differences in priority in case of default. In practice, bond prices will be affected by liquidity, and investors expect additional spread or a liquidity premium to compensate for less liquid corporate bonds relative to sovereign bonds.
because there is a need to convert coupon bonds to implied zero-coupon bonds to infer the spread.
because no adjustment is necessary for differences in priority since all the bonds in this case rank equally.

. Both points that Marlin makes regarding structural models of credit risk are correct.
because the first point is correct.
because the second point is correct.

Swift’s functional currency is the AUD because sales are generated in AUD and the company operates within the competitive and regulatory environment of Australia. Under IFRS, when the subsidiary’s functional currency is the local currency, translations are done using the current rate method. Thus, Swift will use the current rate method for converting its financial statements.
The use of the current rate method depends on the identification of the functional currency, not on the local currency. Translations from the functional currency to the presentation currency is done using the current rate method. The local currency has an impact on translation only where it differs from the functional currency. In these cases, the translation from the local to the functional currency is done using the temporal method.
Swift’s functional currency is the AUD, not the USD, because sales are generated in AUD and the company operates within the competitive and regulatory environment of Australia. If it were the USD this answer would be correct.