Answer
The answer and procedures of the exercise are attached in the following archives.
Explanation
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
Answer: $1,177
Explanation:
First we calculate the Monthly service fee by the formula,
Monthly servicing fee = Monthly servicing fee rate * Outstanding loan balance,
The service fee is 35 basis points which translates to 0.35 % and is an annual figure so we will adjust it to a monthly one,
= (0.35%/12) * $250,000
= $72.92
To calculate amount that passes through to the mortgage pass we do,
Mortgage pass-through amount = Monthly mortgage payment - Monthly servicing fee
= $1,250 - $72.92
= $1,177.08,
= $1,177
$1,177 is the income that will pass through to the investor in the mortgage pass through each month
Answer:
7.71%
Explanation:
Calculation to determine the bond's nominal coupon interest rate
First step is to determine the PMT using Financial calculator
FV = $1,000
N= 25 × 2 = 50 periods ( semi-annual)
i/y=9.25/2=4.63
PV= - 850
PMT=?
Hence,
PMT=38.55
Second step is to calculate the Annual coupon Payment
Annual coupon Payment =38.55x2
Annual coupon Payement= 77.10
Now let determine the bond's nominal coupon interest rate using this formula
Nominal coupon rate= Annual coupon payment/par value
Let plug in the formula
Nominal coupon rate=77.10/1000
Nominal coupon rate=7.71%
Therefore the bond's nominal coupon interest rate is 7.71%
Answer:
Total dollar Annual Cost = $300,000
Explanation:
- Total loan Commitment = 9000000
- Borrowed Fund (Used Portion) = 6000000
- Unused Portion (9000000 - 6000000) = 3000000
- Annual Commitment Fee for unused Portion = 0.50%
- Commitment Fee = 3000000 x 0.05% = 15000
- Borrowed Fund (Used Portion) = 6000000
- Interest Rate (3.25% + 1.5%) = 4.75%
- Interest Cost (6000000 x 4.75%) = 285000
Total dollar Annual Cost (15000 + 285000) = $300,000
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