This bank uses its mortgage loans of $600 million as collateral to issue two different trenches of securities (CMOs) in mortgage markets, Trench A and Trench B. The information is given below. Assume the coupon payment is made annually.
Loan value: $600 million
Interest rate: 6.5%
Maturity: 10 years
CMOs: Par value Interest rate
Trench A $350 million 4.5%
Trench B $250 million 6.25%
1)Please estimate the profits from the CMO
2)The bank would like to make a profit of $20 million from the CMO by adjusting the interest rate for Trench B. Please estimate what should be the new interest rate.
1)Please estimate the profits from the CMO
Profit is 7.625 Million
Loan | 600 M | ||
Interest | 0.065 | ||
Total interest Earned | 39 M | ||
Tranche A | 350 M | 0.045 | 15.75 M |
Tranche B | 250 M | 0.0625 | 15.625 M |
Total interest paid | 31.375 M | ||
Profit for CMO (Total interest Earned- Total interest paid) | (39-31.375) | 7.625 M |
2)The bank would like to make a profit of $20 million from the CMO by adjusting the interest rate for Trench B. Please estimate what should be the new interest rate.
The new interest rate for Trench B should be 1.3%.
Out of Total interest Earned $39 M, Tranche A interest paid is 15.75 M. Hence, to make a profit of $20 million, bank has to pay remaining 39-20-15.75 = 3.25M interest to Tranche B, which is 3.25M/250M= 1.3%
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