Ms. Jimenez is considering purchasing a bonus
(bono)(bond) that has a face(nominal) value of $ 5,000. The
bonus(bono)(bond)
pays 4% interest per year and premium(prima) payments are
semi-annual.
How much is the maximum he should be
willing to pay for the bonus(bono)(bond) if you want to pay at
least 10% compounded semi-annually on your investments.
Show the flow chart of this investment alternative from the buyer's
perspective (Ms. Jimenez).
Determine the maximum price that the investor should be willing to
pay.
Show the cash flow diagram and the equation in functional notation
to solve this problem.
SOLUTION:-
Maximum Price that can be paid is PV of cash flows from it.
Period | CF | PVF @5% | Disc CF |
1 | $ 100.00 | 0.9524 | $ 95.24 |
2 | $ 100.00 | 0.9070 | $ 90.70 |
3 | $ 100.00 | 0.8638 | $ 86.38 |
4 | $ 100.00 | 0.8227 | $ 82.27 |
5 | $ 100.00 | 0.7835 | $ 78.35 |
6 | $ 100.00 | 0.7462 | $ 74.62 |
7 | $ 100.00 | 0.7107 | $ 71.07 |
8 | $ 100.00 | 0.6768 | $ 67.68 |
9 | $ 100.00 | 0.6446 | $ 64.46 |
10 | $ 100.00 | 0.6139 | $ 61.39 |
11 | $ 100.00 | 0.5847 | $ 58.47 |
12 | $ 100.00 | 0.5568 | $ 55.68 |
13 | $ 100.00 | 0.5303 | $ 53.03 |
14 | $ 100.00 | 0.5051 | $ 50.51 |
15 | $ 100.00 | 0.4810 | $ 48.10 |
16 | $ 100.00 | 0.4581 | $ 45.81 |
17 | $ 100.00 | 0.4363 | $ 43.63 |
18 | $ 100.00 | 0.4155 | $ 41.55 |
19 | $ 100.00 | 0.3957 | $ 39.57 |
20 | $ 100.00 | 0.3769 | $ 37.69 |
20 | $ 5,000.00 | 0.3769 | $ 1,884.45 |
Bond Price | $ 3,130.67 |
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