Assume the following information for a home mortgage: Original loan amount = $250,000 Annual interest rate = 7.35% Term of loan = 10 years For year two, how much interest and principal was paid, and what is the balance due at the end of year two? using financial calculator.
answer:
$18,922.69 of principal; $16,453.43 of interest; balance due $213,491.61
Instalment = Loan / PVAF(r%, n)
= $ 250,000 / PVAF(7.35%,10)
= $ 250,000 / 6.9113
= $ 36712.42
Loan Amortization:
Year | opening Bal | Instalment | Int | Principal Repay | Clsoing Bal |
1 | $ 2,50,000.00 | $ 36,172.42 | $ 18,375.00 | $ 17,797.42 | $ 2,32,202.58 |
2 | $ 2,32,202.58 | $ 36,172.42 | $ 17,066.89 | $ 19,105.53 | $ 2,13,097.05 |
3 | $ 2,13,097.05 | $ 36,172.42 | $ 15,662.63 | $ 20,509.79 | $ 1,92,587.26 |
4 | $ 1,92,587.26 | $ 36,172.42 | $ 14,155.16 | $ 22,017.26 | $ 1,70,570.00 |
5 | $ 1,70,570.00 | $ 36,172.42 | $ 12,536.89 | $ 23,635.53 | $ 1,46,934.47 |
6 | $ 1,46,934.47 | $ 36,172.42 | $ 10,799.68 | $ 25,372.74 | $ 1,21,561.73 |
7 | $ 1,21,561.73 | $ 36,172.42 | $ 8,934.79 | $ 27,237.64 | $ 94,324.10 |
8 | $ 94,324.10 | $ 36,172.42 | $ 6,932.82 | $ 29,239.60 | $ 65,084.49 |
9 | $ 65,084.49 | $ 36,172.42 | $ 4,783.71 | $ 31,388.71 | $ 33,695.78 |
10 | $ 33,695.78 | $ 36,172.42 | $ 2,476.64 | $ 33,695.78 | $ 0.00 |
For Year 2 - Int is 17066.89
Principal repay is 19105.53
balance due after 2 years is $ 2,13,097.05
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