Please review the attached and let me know if I am correct/incorrect on answers and if incorrect, how do I get the correct answers. Thanks.

Michele Diaz is ready to meet with Austin Mark, the loan officer for Wells Fargo. She is asking to borrow $30 million. The meeting is to discuss the mortgage options available to the company to finance the new facility. Austin begins the meeting by discussing a 30-year mortgage. The loan would be repaid in equal monthly installments. Because of the previous relationship between Diaz Manufacturing and the bank, there would be no closing costs for the loan. Austin states that the APR of the loan would be 6.00 percent. Ms. Diaz asks if a shorter mortgage loan is available. Austin says that the bank does have a 20-year mortgage available at the same APR. Michele decides to ask Austin about a \"smart loan\" she discussed with a mortgage broker when she was refinancing her home loan. A smart loan works as follows: every two week a mortgage payment is made that is exactly onehalf of the traditional monthly mortgage payment. The APR of the smart loan would be the same as the APR of the traditional loan. Austin also suggests a bullet loan, or balloon payment, which would result in the greatest interest savings. At Michele's prompting, he goes on to explain a bullet loan. The monthly payments of a bullet loan would be calculated using a 30-year traditional mortgage. In this case, there would be a 5-year bullet. This would mean that the company would make the mortgage payments for the traditional 30-year mortgage for the first five years, but immediately after the company makes the 60th payment, the bullet payment would be due. The bullet payment is remaining principal of the loan. Ms. Diaz then asks how the bullet payment is calculated. Austin tells her that the remaining principal can be calculated using an amortization table, but it is also the present value of the remaining 25 years of mortgage payments for the 30-year mortgage. Michele has also heard of an interest-only loan and asks if this loan is available and what the terms would be. Austin says that the bank offers an interest-only loan with a term of 10 years and an APR of 3.9 percent. He goes on to further explain the terms. The company would be responsible for making interest payments each month on the amount borrowed. No principal payments are required. At the end of the 10-year term, the company would repay the $30 million. However, the company can make principal payments at any time. The principal payments would work just like those on a traditional mortgage. Principal payments would reduce the principal of the loan and reduce the interest due on the next payment. Michele is still unsure of which loan she should choose. She has asked you to answer the following questions to help her choose the correct mortgage. 1. What are the monthly payments for a 30-year traditional mortgage? Monthly Payment on a 30-Year Traditional Loan Mortgage PV N I/Y FV PMT (30,000,000) 360 0.50000% $179,865.16 The monthly payment on a 30 year loan would be $179,865.16. Using the calculator method, enter 30,000,000 then negative sign, then PV, enter 360, then N, enter .5 then I/Y, then enter 0, then FV, then CPT and PMT. 2. What are the payments for a 20-year traditional mortgage? Monthly Payment on a 20-Year Traditional Loan Mortgage PV N I/Y FV PMT 3. Prepare an amortization table for the first six months of the traditional 30year loan. How much of the second payment is interest? Period 1 2 3 4 5 6 $ $ $ $ $ $ Beginning Balance 30,000,000.00 30,000,000.00 30,000,000.00 30,000,000.00 30,000,000.00 30,000,000.00 4. How long would it take for Diaz Manufacturing to pay off the smart loan assuming 30-year traditional mortgage payment? Why is this shorter than the time needed to pay off the traditional mortgage? How much interest would the company save? Since there are 26 biweekly periods in a year, the time that would be necessary to pay off the bi-weekly mortage would be 27.66 years. N I/Y PMT FV PV Using the calculator method, enter 30,000,000 then negative sign, then PV, enter 240, then N, enter .5 then I/Y, then enter 0, then FV, then CPT and PMT. (30,000,000) 240 0.50000% $214,929.32 Biweekly payment = $89,932.58 is one half of the 30 year traditional mortage payment I/Y = 0.25% 5. Assume Diaz Manufacturing takes out a bullet loan under the terms described. What are the payments on the loan? The monthly payment on a 20 year loan would be $7,455.73. Payment $179,865.16 $179,865.16 $179,865.16 $179,865.16 $179,865.16 $179,865.16 Interest $150,000.00 $149,850.67 $149,700.60 $149,549.78 $149,398.20 $149,245.87 PV = PMT = -30,000,000 $89,932.58 Principal $29,865.16 $30,014.48 $30,164.56 $30,315.38 $30,466.96 $30,619.29 Ending Balance $ 29,970,134.84 $ 29,940,120.36 $ 29,909,955.80 $ 29,879,640.42 $ 29,849,173.47 $ 29,818,554.18 FV = 0 N = 719.10 Take the number of periods of The company 719.10 and divide would save 30 year total Bi-Weekly by 26 to equal the $ ? in payments: Payments: 27.66 years. interest. $29,818,554.18 $89,932.58 300 0.5% 179865.16 0 ($27,916,307.43) The total payments will be $28,096,172.59 periods 6. What is the amount of the last payment of the loan? Last Payment of Loan ??? 7. What are the payments for the interest-only loan? Montly Interest Payments Which mortgage is the best for the company? Are there any potential risks in this action? I/Y PV PMT FV N 97,500 0.33% (30,000,000) ($179,865.16) (133.49) Months OR (11.12) Years The best mortgage for the company is the interest only loan due to the lowest interest rate. Yes, there are potential risks in taking this action. Diaz may not pay off the principal which would indicate that it may refinance at a higher rate in the future. The rate could be the same or possibly even lower. 30 year total payment will be Biweekly payment will be Savings in Interest Last Payment 64751457.60 64670518.278 80939.32 120000 The company will make these payments for the first 119 months and then repay the principal and interest on the 120th payment. So the 120th payment will be; Last payment 30,120,000 30 year total payment will be Biweekly payment will be Savings in Interest Last Payment 64751457.60 64670518.278 80939.32 97500 The company will make these payments for the first 119 months and then repay the principal and interest on the 120th payment. So the 120th payment will be; Last payment 30,097,500 30 year total payment will be Biweekly payment will be Savings in Interest Last Payment 64751457.60 64670518.278 80939.32 120000 The company will make these payments for the first 119 months and then repay the principal and interest on the 120th payment. So the 120th payment will be; Last payment 30,120,000 30 year total payment will be Biweekly payment will be Savings in Interest Last Payment 64751457.60 64670518.278 80939.32 97500 The company will make these payments for the first 119 months and then repay the principal and interest on the 120th payment. So the 120th payment will be; Last payment 30,097,500