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Xander takes out a loan for $260000 at an interest rate of 4.8%p.a. compounded monthly. The minimum monthly repayments over 25 years are currently $1489.8.
Xander takes out a loan for $260000 at an interest rate of 4.8%p.a. compounded monthly. The minimum monthly repayments over 25 years are currently $1489.8. | |||||||
a. Calculate the outstanding debt after 7 year(s) of minimum payments. | |||||||
Calculator input: | |||||||
n=n= | Answer | ||||||
i=i= | Answer | ||||||
PV=PV= | Answer | ||||||
PMT=PMT= | Answer | ||||||
FV=FV= | Answer | ||||||
P/Y=P/Y= | Answer | ||||||
C/Y=C/Y= | Answer | ||||||
Outstanding debt = | Answer | ||||||
b. After 7 year(s), Xander transfers the remainder of her loan to a bank charging a home loan interest of 4.4%p.a. compounded monthly. | |||||||
(i) | Calculate the new monthly repayment | ||||||
monthly payment = | $Answer | ||||||
(ii) | How much interest will Xander save? Calculate the balance remaining using your answer from b(i) and the final PMT. | ||||||
Total interest saved = | $Answer |
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