In: Accounting
Present value of bonds payable; discount
Pinder Co. produces and sells high-quality video equipment. To finance its operations, Pinder issued $25,000,000 of three-year, 10% bonds, with interest payable semiannually, at a market (effective) interest rate of 11%. This information has been collected in the Microsoft Excel Online file. Open the spreadsheet, perform the required analysis, and input your answers in the question below.
Determine the present value of the bonds payable. Round your answer to the nearest dollar.
$
Present value of bonds payable; discount | ||
DATA | ||
Face amount of bonds | $25,000,000 | |
Contract rate of interest | 10% | |
Term of bonds, years | 3 | |
Market rate of interest | 11% | |
Interest payment | Semiannual | |
Using formulas and cell references, perform the required analysis, and input your answer into the Amount column. Transfer the numeric result for the green entry cell (B13) into the appropriate field in CNOWv2 for grading. | ||
Amount | Formula | |
PV of bonds | ||
C | ||||||
Coupon Rate per period | 5% | |||||
Period | 6 | |||||
Effective/Market rate per period | 5.5% | |||||
Bond amount | $2,50,00,000 | |||||
1 | Issue price of bonds | Period | Cashflows | Present value | Calculation | |
1 | $12,50,000 | $11,84,834 | (1250000/(1+0.055)^1) | |||
2 | $12,50,000 | $11,23,066 | (1250000/(1+0.055)^2) | |||
3 | $12,50,000 | $10,64,517 | (1250000/(1+0.055)^3) | |||
4 | $12,50,000 | $10,09,021 | (1250000/(1+0.055)^4) | |||
5 | $12,50,000 | $9,56,418 | (1250000/(1+0.055)^5) | |||
6 | $2,62,50,000 | $1,90,37,703 | (26250000/(1+0.055)^6) | |||
PV of Bond | $2,43,75,559 | |||||
2 | Amortisation schedule indicating effetive interest expense | |||||
Payment Number | Cash payment | Effective interest | Discount amortisation | Oustanding balance | ||
0.00 | $ 2,43,75,559 | |||||
1.00 | $ 12,50,000 | $ 13,40,656 | $ 90,656 | $ 2,44,66,214 | ||
2.00 | $ 12,50,000 | $ 13,45,642 | $ 95,642 | $ 2,45,61,856 | ||
3.00 | $ 12,50,000 | $ 13,50,902 | $ 1,00,902 | $ 2,46,62,758 | ||
4.00 | $ 12,50,000 | $ 13,56,452 | $ 1,06,452 | $ 2,47,69,210 | ||
5.00 | $ 12,50,000 | $ 13,62,307 | $ 1,12,307 | $ 2,48,81,517 | ||
6.00 | $ 2,62,50,000 | $ 13,68,483 | $ (2,48,81,517) | $ - | ||
$3,25,00,000 | $81,24,441 | |||||