Recall the "exchange rates" defined in our lecture: $($$$\_1/$$$\_0)=0\mathrm{.}92,($$$\_2/$$$\_0)=0\mathrm{.}88$ Attempt $1/10$ for $10$ pts$.$ What is the implied 'exchange rate' between time $1$ and $2,($$$\_2/$$$\_1)?($that$\text{'}$s asking, how much is $ $1$ in two years worth in one year$)$What is the implied interest rate between time $1$ and $2?$ Attempt $1/10$ for $10$ pts$.$ Now there is a project with three certain cashflows: a current cash input of $ $10$ MM into the project, a cash of $ $5$ MM at t$=1$ and $ $7$ MM at t$=2$ generated from the project. Suppose a buyer wishes to purchase this project but pay for it one year from now. How much should you ask for?