You are given that the duration of the commercial loan of Problem 1 A-B is 0.6129 years. You are given the following two assumptions: a) The secondary market for an existing corporate loan is very liquid and b) OUR Bank can issue a time-deposit for a fraction of a year. With these two assumptions, the OUR Bank will have an investment horizon equal to the duration of the loan, that is 0.6129 years. For that, OUR bank will issue a time-deposit with a maturity equal to the duration of its loan Now, the balance sheet of OUR bank at time t=0 will look like following At time t=0, the bank uses a hurdle rate (cost of capital) of 7.9211% per annum, continuously compounded for computing the future and present values for the cash flows of its loans, which we also call it the market interest (borrowing and lending) rate. Balance sheet as on t=0 (Now) What will be the net interest income or net cash flow or equity at the end of investment horizon of OUR Bank (end of duration of loan) if the market interest rate (reinvestment rate) for OUR Bank remains at 5.9211% continuously compounded throughout this one year. [In other words, after making the loan, the continuously compounded market interest rate (reinvestment rate) decreases by 200 basis points (2.000%) within the first quarter of the loan, and it remains at that level till the end of one-year.] (Roundoff your final answer to at least four decimals to obtain as accurate answer as possible on Canvas.)