Question

In: Finance

Given the following information, calculate the balloon payment for a partially amortized mortgage. Loan amount: $84,000,...

Given the following information, calculate the balloon payment for a partially amortized mortgage. Loan amount: $84,000, Term to maturity: 7 years, Amortization Term: 30 years, Interest rate: 4.5%, Monthly Payment: $425.62. $9,458 $30,620 $73,102 $84,000

Solutions

Expert Solution

The amortization table is as shown below for 7 years (84 months):

Month Payment Interest Principal Outstanding
0 $         84,000
1 425.62 315 110.62 $         83,889
2 425.62 314.5852 111.0348 $         83,778
3 425.62 314.1688 111.4512 $         83,667
4 425.62 313.7509 111.8691 $         83,555
5 425.62 313.3313 112.2887 $         83,443
6 425.62 312.9103 112.7097 $         83,330
7 425.62 312.4876 113.1324 $         83,217
8 425.62 312.0634 113.5566 $         83,103
9 425.62 311.6375 113.9825 $         82,989
10 425.62 311.2101 114.4099 $         82,875
11 425.62 310.781 114.839 $         82,760
12 425.62 310.3504 115.2696 $         82,645
13 425.62 309.9181 115.7019 $         82,529
14 425.62 309.4843 116.1357 $         82,413
15 425.62 309.0487 116.5713 $         82,296
16 425.62 308.6116 117.0084 $         82,179
17 425.62 308.1728 117.4472 $         82,062
18 425.62 307.7324 117.8876 $         81,944
19 425.62 307.2903 118.3297 $         81,826
20 425.62 306.8466 118.7734 $         81,707
21 425.62 306.4012 119.2188 $         81,588
22 425.62 305.9541 119.6659 $         81,468
23 425.62 305.5054 120.1146 $         81,348
24 425.62 305.0549 120.5651 $         81,227
25 425.62 304.6028 121.0172 $         81,106
26 425.62 304.149 121.471 $         80,985
27 425.62 303.6935 121.9265 $         80,863
28 425.62 303.2363 122.3837 $         80,741
29 425.62 302.7773 122.8427 $         80,618
30 425.62 302.3167 123.3033 $         80,494
31 425.62 301.8543 123.7657 $         80,371
32 425.62 301.3901 124.2299 $         80,246
33 425.62 300.9243 124.6957 $         80,122
34 425.62 300.4567 125.1633 $         79,997
35 425.62 299.9873 125.6327 $         79,871
36 425.62 299.5162 126.1038 $         79,745
37 425.62 299.0433 126.5767 $         79,618
38 425.62 298.5686 127.0514 $         79,491
39 425.62 298.0922 127.5278 $         79,364
40 425.62 297.614 128.006 $         79,236
41 425.62 297.1339 128.4861 $         79,107
42 425.62 296.6521 128.9679 $         78,978
43 425.62 296.1685 129.4515 $         78,849
44 425.62 295.6831 129.9369 $         78,719
45 425.62 295.1958 130.4242 $         78,588
46 425.62 294.7067 130.9133 $         78,458
47 425.62 294.2158 131.4042 $         78,326
48 425.62 293.723 131.897 $         78,194
49 425.62 293.2284 132.3916 $         78,062
50 425.62 292.7319 132.8881 $         77,929
51 425.62 292.2336 133.3864 $         77,796
52 425.62 291.7334 133.8866 $         77,662
53 425.62 291.2313 134.3887 $         77,527
54 425.62 290.7274 134.8926 $         77,392
55 425.62 290.2215 135.3985 $         77,257
56 425.62 289.7138 135.9062 $         77,121
57 425.62 289.2041 136.4159 $         76,985
58 425.62 288.6926 136.9274 $         76,848
59 425.62 288.1791 137.4409 $         76,710
60 425.62 287.6637 137.9563 $         76,572
61 425.62 287.1463 138.4737 $         76,434
62 425.62 286.6271 138.9929 $         76,295
63 425.62 286.1058 139.5142 $         76,155
64 425.62 285.5827 140.0373 $         76,015
65 425.62 285.0575 140.5625 $         75,875
66 425.62 284.5304 141.0896 $         75,734
67 425.62 284.0013 141.6187 $         75,592
68 425.62 283.4703 142.1497 $         75,450
69 425.62 282.9372 142.6828 $         75,307
70 425.62 282.4021 143.2179 $         75,164
71 425.62 281.8651 143.7549 $         75,020
72 425.62 281.326 144.294 $         74,876
73 425.62 280.7849 144.8351 $         74,731
74 425.62 280.2418 145.3782 $         74,586
75 425.62 279.6966 145.9234 $         74,440
76 425.62 279.1494 146.4706 $         74,293
77 425.62 278.6001 147.0199 $         74,146
78 425.62 278.0488 147.5712 $         73,999
79 425.62 277.4954 148.1246 $         73,851
80 425.62 276.9399 148.6801 $         73,702
81 425.62 276.3824 149.2376 $         73,553
82 425.62 275.8227 149.7973 $         73,403
83 425.62 275.261 150.359 $         73,253
84 425.62 274.6972 150.9228 $         73,102

The ballon payment at the end of 7 years = 73,102 (Option C)


Related Solutions

Calculate the loan balance after 6 years of payment of the following Balloon Payment Mortgage: 1...
Calculate the loan balance after 6 years of payment of the following Balloon Payment Mortgage: 1 million dollar loan Rate =5% annualized, monthly compounding Loan term = 25 years Amortization = balloon at the end of loan term of $300,000
Assume that a partially amortized 10-year and 5% coupon semi-annual bond has a balloon payment of...
Assume that a partially amortized 10-year and 5% coupon semi-annual bond has a balloon payment of $500. The total amount of the principal reimbursed after 18 months is closest to: A 20.56 B 60.19 C 61.68
A fixed-rate constant-payment partially-amortizing mortgage is made for $100,000 at 5% for 30 years. The balloon...
A fixed-rate constant-payment partially-amortizing mortgage is made for $100,000 at 5% for 30 years. The balloon payment will be $50,000 at the end of year 30. Calculate the monthly payment. What will the total of payments be for entire 30 years? Of the total, how much will be interest? What would be the outstanding balance after 5 years?
What amount of interest is paid in month 31 of a partially amortizing mortgage loan for...
What amount of interest is paid in month 31 of a partially amortizing mortgage loan for $200,000 at 8% interest for 20 years with an agreed-upon balloon payment of $40,000 at maturity? Enter your answer rounded to the nearest penny with no punctuation other than a decimal point.
With a conventional amortized mortgage loan, what is TRUE about each monthly principal and interest payment?...
With a conventional amortized mortgage loan, what is TRUE about each monthly principal and interest payment? a. The loan payment will go up each month. b. The portion used to pay interest increases. c. The portion used to pay interest decreases. d. The loan payment will go down each month.
Calculate the balloon payment after 5 years on a $100,000 loan with an 10% interest rate,...
Calculate the balloon payment after 5 years on a $100,000 loan with an 10% interest rate, a 20-year amortization and monthly payments of $965.02
Calculate the mortgage balance 25 days after the 45th payment on a mortgage loan of $200,000,...
Calculate the mortgage balance 25 days after the 45th payment on a mortgage loan of $200,000, amortised over 15 years at an interest rate of 5.75%.
FIND:THE FOLLOWING DATA: FOR THE NEW LOAN : ANALYSIS MORTAGE AMOUNT MORTGAGE PAYMENT MONTHS TO RECOVER...
FIND:THE FOLLOWING DATA: FOR THE NEW LOAN : ANALYSIS MORTAGE AMOUNT MORTGAGE PAYMENT MONTHS TO RECOVER REFINANCING COST MORTGAGE BALANCE AT RESALE (PRESENT VALUE) PRINCIPAL REPAID TO RESALE TOTAL PAYMENTS TO RESALE TOTAL INTEREST TO RESALE TAX DEDUCTION ON INTEREST NET INTEREST COST TO RESALE INTEREST SAVINGS (COST) TOTAL SAVINGS COST DATA ON TABLES ....PERSONAL Marginal tax rate 6% Resale Plan (Months) 60 MORTGAGE TERMS Original Mortgage Amount $150,000.00 Current Mortgage Rate 5.75% Original Term (Years) 20 Months Paid 117...
You plan to get a mortgage which is an amortized loan. The mortgage is $350,000 for...
You plan to get a mortgage which is an amortized loan. The mortgage is $350,000 for 15 years with APR of 3.5% compounding monthly. How much is the interest payment of the 8th month of the 8th year? How much is the balance after 12 years?
Calculate the monthly payment for loan amount of $350,000 using the following parameters: • 20 Year...
Calculate the monthly payment for loan amount of $350,000 using the following parameters: • 20 Year Loan, fully amortizing • Interest Rate of 3.29% What is the monthly payment amount (rounded to the nearest dollar)? a. $2,466 b. $2,276 c. $1,992 d. $1,713 Calculate the monthly payment for loan amount of $150,000 using the following parameters: • 30 Year Loan, fully amortizing • Interest Rate of 7.00% What is the monthly payment amount (rounded to the nearest dollar)? a. $...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT