settlement costs of unwinding the swap after one year. Repeat the calculations for unwinding, but assume that the following rates now apply: $.$

The notional principal in Swiss francs is $SF{I}_1$

$($Round to the nearest Swiss franc.$)$

In the first year of the swap, Ganado will receive $ $($Round to the nearest dollar.$)$

In the second year of the swap, Ganado will receive $$.($Round to the nearest dollar.$)$

In the third year of the swap, Ganado will receive $$,($Round to the nearest dollar.$)$

In the first year of the swap, Ganado will pay SFr $[($Round to the nearest Swiss franc.$)$

In the second year of the swap, Ganado will pay SFI $($Round to the nearest Swiss franc.$)$

In the third year of the swap, Ganado will pay SFr $.($Round to the nearest Swiss franc.$)$

Ganado, however, decided to unwind the swap after one year$-$thereby having two years left on the settlement costs of unwinding the swap after one year.

The present value of the dollar cash flow in year $2$ is $$,($Round to the nearest dollar.$)$

The present value of the dollar cash flow in year $3$ is $ $($Round to the nearest dollar.$)$

The cumulative present value of the remaining dollar cash flows is $ $($Round to the nearest dollar.$)$

The present value of the franc cash flow in year $2$ is $SFr,($Round to the nearest Swiss franc.$)$

The present value of the franc cash flow in year $3$ is $S{F}_1,($Round to the nearest Swiss franc.$)$

The cumulative present value of the remaining franc cash flows is $S{F}_1.($Round to the nearest Swiss franc.$)$

The conversion from Swiss francs to dollars of the cash outflow is $!($Round to the nearest dollar.$)$

The settlement of the unwinding is $ This is a cash receipt by $ from $.($Round to the nearest dollar and select from the drop$-$down menus.$)$