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Bud takes out a loan for $600000 at an interest rate of 8%p.a. compounded monthly. The minimum monthly repayments over 25 years are currently $4630.90.
Bud takes out a loan for $600000 at an interest rate of 8%p.a. compounded monthly. The minimum monthly repayments over 25 years are currently $4630.90. | ||||||||
a. Calculate the outstanding debt after 1 year(s) of minimum payments. | ||||||||
Calculator input: | ||||||||
=n= | Answer | |||||||
=i= | Answer | |||||||
=PV= | Answer | |||||||
=PMT= | Answer | |||||||
=FV= | Answer | |||||||
/=P/Y= | Answer | |||||||
/=C/Y= | Answer | |||||||
Outstanding debt = | Answer | |||||||
b. After 1 year(s), Bud recieves a gift of $10000 and pays off his loan as a lump-sum payment. | ||||||||
(i) | If he then continues to make the same monthly repayments, how long will Bud take to repay the loan? | |||||||
n = | Answer | (months) | ||||||
(ii) | Calculate the balance remaining using your answer from b(i). Hence, calculate the final payment (PMT). | |||||||
balance remaining using b(i) = | ||||||||
$ Answer | ||||||||
Final payment (pmt) amount = | ||||||||
$ Answer | ||||||||
Total repayment = | $ Answer | |||||||
|
Total interest saved = | $ Answer |
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