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18. Sand Explorers issues bonds due in 10 years with a stated interest rate of 8% and a face value of $190,000. Interest paym

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Answer #1
A B
1 18
2 Face value 190000
3 Stated interest rate 8%
4 Semiannual interest paid 7600
5 Number of semiannual periods to maturity 20
6 Semiannual market rate 0.035
7
8 Present value of interest paid $108,014
9 Present value of face value to be paid at maturity $95,488
10 Issue price of the bonds $203,502
11
12 Therefore, the correct answer is $203,502.
13
14 19
15 Face value 180000
16 Stated interest rate 11%
17 Semiannual interest paid 9900
18 Number of semiannual periods to maturity 30
19 Semiannual market rate 0.06
20
21 Present value of interest paid $136,272
22 Present value of face value to be paid at maturity $31,340
23 Issue price of the bonds $167,612
24
25 Therefore, the correct answer is $167,612.
26
27 20
28 Face value 150000
29 Stated interest rate 10%
30 Semiannual interest paid 7500
31 Number of semiannual periods to maturity 20
32 Semiannual market rate 0.06
33
34 Present value of interest paid $86,024
35 Present value of face value to be paid at maturity $46,771
36 Issue price of the bonds $132,795
37
38 The answer is closest to $132,794.
39 Therefore, the correct answer is $132,794.

Above figures have been calculated in Excel in the following manner:

18
Face value 190000
Stated interest rate 0.08
Semiannual interest paid =B2*B3*(1/2)
Number of semiannual periods to maturity =10*2
Semiannual market rate =7%/2
Present value of interest paid =PV(B6,B5,-B4,0,0)
Present value of face value to be paid at maturity =PV(B6,B5,0,-B2,0)
Issue price of the bonds =B8+B9
Therefore, the correct answer is $203,502.
19
Face value 180000
Stated interest rate 0.11
Semiannual interest paid =B15*B16*(1/2)
Number of semiannual periods to maturity =15*2
Semiannual market rate =12%/2
Present value of interest paid =PV(B19,B18,-B17,0,0)
Present value of face value to be paid at maturity =PV(B19,B18,0,-B15,0)
Issue price of the bonds =B21+B22
Therefore, the correct answer is $167,612.
20
Face value 150000
Stated interest rate 0.1
Semiannual interest paid =B28*B29*(1/2)
Number of semiannual periods to maturity =10*2
Semiannual market rate =12%/2
Present value of interest paid =PV(B32,B31,-B30,0,0)
Present value of face value to be paid at maturity =PV(B32,B31,0,-B28,0)
Issue price of the bonds =B34+B35
The answer is closest to $132,794.
Therefore, the correct answer is $132,794.
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