Your organization is considering purchasing a general obligation term bond that makes semiannual interest payments. The bond has a face value of $12,000, a coupon rate of 6.5%, and will reach its maturity in 15 years. If the current market interest rate is 6.25% and the bond is being offered at a price of $12,500, from a financial perspective, the organization should (select one):
We need to calculate the present value first
Semi annual period | Amount | Discount Factor | Present Value |
1 | 390 | 0.970 | $ 378.18 |
2 | 390 | 0.940 | $ 366.72 |
3 | 390 | 0.912 | $ 355.61 |
4 | 390 | 0.884 | $ 344.83 |
5 | 390 | 0.857 | $ 334.38 |
6 | 390 | 0.831 | $ 324.25 |
7 | 390 | 0.806 | $ 314.42 |
8 | 390 | 0.782 | $ 304.90 |
9 | 390 | 0.758 | $ 295.66 |
10 | 390 | 0.735 | $ 286.70 |
11 | 390 | 0.713 | $ 278.01 |
12 | 390 | 0.691 | $ 269.59 |
13 | 390 | 0.670 | $ 261.42 |
14 | 390 | 0.650 | $ 253.49 |
15 | 390 | 0.630 | $ 245.81 |
16 | 390 | 0.611 | $ 238.36 |
17 | 390 | 0.593 | $ 231.14 |
18 | 390 | 0.575 | $ 224.14 |
19 | 390 | 0.557 | $ 217.34 |
20 | 390 | 0.540 | $ 210.76 |
21 | 390 | 0.524 | $ 204.37 |
22 | 390 | 0.508 | $ 198.18 |
23 | 390 | 0.493 | $ 192.17 |
24 | 390 | 0.478 | $ 186.35 |
25 | 390 | 0.463 | $ 180.70 |
26 | 390 | 0.449 | $ 175.23 |
27 | 390 | 0.436 | $ 169.92 |
28 | 390 | 0.422 | $ 164.77 |
29 | 390 | 0.410 | $ 159.78 |
30 | 390 | 0.397 | $ 154.93 |
30 | 12000 | 0.397 | $ 4,767.19 |
$ 12,289.31 |
The present value of all benefits is 12,289
Current price is 12,500
So in this case it is costly should NOT PURCHASE
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