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Problem
1) Complete an amortization schedule for a $40,000 loan to be repaid in equal installments at the end of each of the next three years. The interest rate is 6% compounded annually. Beginning Repayment Ending Year Balance Payment Interest of Principal Balance 1 $ fill in the blank 2 40,000 $ fill in the blank 3 14,906.25 $ fill in the blank 4 2400 $ fill in the blank 5 12,506.25 $ fill in the blank 6 27,493.75 2 $ fill in the blank 7 27,493.75 $ fill in the blank 8 14,906.25 $ fill in the blank 9 1,649.63 $ fill in the blank 10 13,256.62 $ fill in the blank 11 14,237.13 3 $ fill in the blank 12 14,237.13 $ fill in the blank 13 14,906.25 $ fill in the blank 14 854.23 $ fill in the blank 15 14,052.02 $ fill in the blank 16 185.11
2) What percentage of the payment represents interest and what percentage represents principal for each of the three years? % Interest % Principal Year 1: fill in the blank 17 16.11 % fill in the blank 18 83.89 % Year 2: fill in the blank 19 11.05 % fill in the blank 20 88.95 % Year 3: fill in the blank 21 5.73 % fill in the blank 22 94.27 %. Get the instant assignment help.
3) Why do these percentages change over time?
Finance is about Gunns Ltd, a company in dealing with forestry products in Australia. The company has also been listed in Australian Stock Exchange. As many companies producing forestry products, even Gunns Ltd is facing various problems. Due to the ..
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