Question

In: Finance

1.Determine the payment to amortize the debt. (Round your answer to the nearest cent.) Quarterly payments...

1.Determine the payment to amortize the debt. (Round your answer to the nearest cent.)

Quarterly payments on $19,500 at 3.2% for 6 years.

2.Calculate the present value of the annuity. (Round your answer to the nearest cent.)

$13,000 annually at 5% for 10 years.

3.In the following ordinary annuity, the interest is compounded with each payment, and the payment is made at the end of the compounding period.

How much must you invest each month in a mutual fund yielding 13.5% compounded monthly to become a millionaire in 10 years? (Round your answer to the nearest cent.)

4.In the following ordinary annuity, the interest is compounded with each payment, and the payment is made at the end of the compounding period.

Find the required payment for the sinking fund. (Round your answer to the nearest cent.)

Monthly deposits earning 5% to accumulate $4000 after 10 years.

Solutions

Expert Solution

Loan Amortization Schedule
Enter values Loan summary
Loan amount $          19,500.00 Scheduled payment $                                896.23
Annual interest rate 3.20 % Scheduled number of payments 24
Loan period in years 6 Actual number of payments 24
Number of payments per year 4 Total early payments $                                         -  
Start date of loan 31-12-2016 Total interest $               81,25,24,687.30
Optional extra payments $                         -  
Lender name:
Pmt. No. Payment Date Beginning Balance Scheduled Payment Extra Payment Total Payment Principal Interest Ending Balance Cumulative Interest
1 31-03-2017 $                          19,500.00 $               896.23 $                         -   $               896.23 $               740.23 $               156.00 $                          18,759.77 $                                156.00
2 01-07-2017 $                          18,759.77 $               896.23 $                         -   $               896.23 $               746.15 $               150.08 $                          18,013.62 $                                306.08
3 01-10-2017 $                          18,013.62 $               896.23 $                         -   $               896.23 $               752.12 $               144.11 $                          17,261.50 $                                450.19
4 31-12-2017 $                          17,261.50 $               896.23 $                         -   $               896.23 $               758.14 $               138.09 $                          16,503.36 $                                588.28
5 31-03-2018 $                          16,503.36 $               896.23 $                         -   $               896.23 $               764.20 $               132.03 $                          15,739.15 $                                720.31
6 01-07-2018 $                          15,739.15 $               896.23 $                         -   $               896.23 $               770.32 $               125.91 $                          14,968.84 $                                846.22
7 01-10-2018 $                          14,968.84 $               896.23 $                         -   $               896.23 $               776.48 $               119.75 $                          14,192.36 $                                965.97
8 31-12-2018 $                          14,192.36 $               896.23 $                         -   $               896.23 $               782.69 $               113.54 $                          13,409.67 $                            1,079.51
9 31-03-2019 $                          13,409.67 $               896.23 $                         -   $               896.23 $               788.95 $               107.28 $                          12,620.71 $                            1,186.79
10 01-07-2019 $                          12,620.71 $               896.23 $                         -   $               896.23 $               795.26 $               100.97 $                          11,825.45 $                            1,287.75
11 01-10-2019 $                          11,825.45 $               896.23 $                         -   $               896.23 $               801.63 $                  94.60 $                          11,023.82 $                            1,382.36
12 31-12-2019 $                          11,023.82 $               896.23 $                         -   $               896.23 $               808.04 $                  88.19 $                          10,215.78 $                            1,470.55
13 31-03-2020 $                          10,215.78 $               896.23 $                         -   $               896.23 $               814.50 $                  81.73 $                            9,401.28 $                            1,552.27
14 01-07-2020 $                            9,401.28 $               896.23 $                         -   $               896.23 $               821.02 $                  75.21 $                            8,580.26 $                            1,627.48
15 01-10-2020 $                            8,580.26 $               896.23 $                         -   $               896.23 $               827.59 $                  68.64 $                            7,752.67 $                            1,696.12
16 31-12-2020 $                            7,752.67 $               896.23 $                         -   $               896.23 $               834.21 $                  62.02 $                            6,918.46 $                            1,758.15
17 31-03-2021 $                            6,918.46 $               896.23 $                         -   $               896.23 $               840.88 $                  55.35 $                            6,077.58 $                            1,813.49
18 01-07-2021 $                            6,077.58 $               896.23 $                         -   $               896.23 $               847.61 $                  48.62 $                            5,229.97 $                            1,862.11
19 01-10-2021 $                            5,229.97 $               896.23 $                         -   $               896.23 $               854.39 $                  41.84 $                            4,375.58 $                            1,903.95
20 31-12-2021 $                            4,375.58 $               896.23 $                         -   $               896.23 $               861.23 $                  35.00 $                            3,514.35 $                            1,938.96
21 31-03-2022 $                            3,514.35 $               896.23 $                         -   $               896.23 $               868.12 $                  28.11 $                            2,646.24 $                            1,967.07
22 01-07-2022 $                            2,646.24 $               896.23 $                         -   $               896.23 $               875.06 $                  21.17 $                            1,771.18 $                            1,988.24
23 01-10-2022 $                            1,771.18 $               896.23 $                         -   $               896.23 $               882.06 $                  14.17 $                                889.12 $                            2,002.41
24 31-12-2022 $                                889.12 $               896.23 $                         -   $               889.12 $               882.00 $                    7.11 $                                         -   $                            2,009.53

Related Solutions

Determine the payment to amortize the debt. (round your answer to the nearest cent.) Quartey payments...
Determine the payment to amortize the debt. (round your answer to the nearest cent.) Quartey payments on $15,500 at 3.5% for 6 years. Find the unpaid balance on the debt. (Round your answer to the nearest cent) After 7 years of monthly payments on $180,000 at 3% for 25 years.
1. Find the unpaid balance on the debt. (Round your answer to the nearest cent.) After...
1. Find the unpaid balance on the debt. (Round your answer to the nearest cent.) After 5 years of monthly payments on $150,000 at 3% for 25 years. 2. Determine the payment to amortize the debt. (Round your answer to the nearest cent.) Quarterly payments on $11,500 at 3.6% for 6 years. $ 3. Determine the payment to amortize the debt. (Round your answer to the nearest cent.) Monthly payments on $140,000 at 4% for 25 years. $
Find the unpaid balance on the debt. (Round your answer to the nearest cent.) After 7...
Find the unpaid balance on the debt. (Round your answer to the nearest cent.) After 7 years of monthly payments on $150,000 at 4% for 25 years.
Find the unpaid balance on the debt. (Round your answer to the nearest cent.) After 7...
Find the unpaid balance on the debt. (Round your answer to the nearest cent.) After 7 years of monthly payments on $150,000 at 5% for 25 years.
The problem describes a debt to be amortized. (Round your answers to the nearest cent.) A...
The problem describes a debt to be amortized. (Round your answers to the nearest cent.) A man buys a house for $340,000. He makes a $150,000 down payment and amortizes the rest of the purchase price with semiannual payments over the next 5 years. The interest rate on the debt is 10%, compounded semiannually. (b) Find the total amount paid for the purchase.
PLEASE ROUND TO THE NEAREST CENT FOR FINAL ANSWER Compare the monthly payments and total loan...
PLEASE ROUND TO THE NEAREST CENT FOR FINAL ANSWER Compare the monthly payments and total loan costs for the following pairs of loan options. Assume that both loans are fixed rate and have the same closing costs. You need a ​$130,000 loan. Option​ 1: a​ 30-year loan at an APR of 9.5​%. Option​ 2: a​ 15-year loan at an APR of 8.5%. -------------------------------------------------------------------- 1.) Find the monthly payment for each option. The monthly payment for option 1 is what? The...
Find the present value PV of the given investment. (Round your answer to the nearest cent.)...
Find the present value PV of the given investment. (Round your answer to the nearest cent.) An investment earns 3% per year and is worth $80,000 after 8 years. PV=
Calculate the present value of the annuity. (round your answer to the nearest cent.) $1800 monthly...
Calculate the present value of the annuity. (round your answer to the nearest cent.) $1800 monthly at 6.1% for 30 years. Determine the payment to amortize the debt. (round your answer to the nearest cent.) Monthly payments on $170,000 at 3% for 25 years.
Please round to the nearest cent for all answers. --------------------------------------------------------------------------------- Compare the monthly payment and total...
Please round to the nearest cent for all answers. --------------------------------------------------------------------------------- Compare the monthly payment and total payment for the following pairs of loan options. Assume that both loans are fixed rate and have the same closing costs. You need a ​$160,000 loan. Option​ 1: a​ 30-year loan at an APR of 7.25%. Option​ 2: a​ 15-year loan at an APR of 6.8%. ---------------------------------------------------------------- Find the monthly payment for each option. The monthly payment for option 1 is​what. The monthly payment...
Find the average total cost for producing 32 sneakers. Round your answer to the nearest cent.
The table below represents the costs of producing sneakers.QuantityFixed CostVariable CostTotal CostAverage Fixed CostAverage Variable CostAverage Total Cost8$117$10$127???16$117$60$177???24$117$110$227???32$117$160$277???40$117$210$327???Find the average total cost for producing 32 sneakers. Round your answer to the nearest cent.Provide your answer below:
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT