On January 1, 2020, Parker Company sold in exchange for cash, $25 million of bonds payable to investors. The bonds mature on December 31, 2049, have a stated interest rate of 8%, and pay interest annually on December 31 of each year. The market interest rate was 6% on the date that Parker sold the bonds and is expected to fluctuate between 5% and 9% over the 30-year life of the bonds. As required by GAAP, Parker uses the effective interest method of amortizing any bond discount or premium.
Use Excel (and only Excel) to prepare a table for Parker Company that shows the following for each of the 30 years in the life of the bonds: Interest Expense, Cash Paid as Interest, Discount or Premium Amortization, Remaining Unamortized Discount or Premium, and Carrying Amount of the Bonds. (Note: You must use only Excel to prepare and present all parts of this table. Do not use a hand-held calculator, and do not use the compound interest tables to solve any part of this problem.)
I need to have the excel formulas used to calculate the answers to be included so I can know how to properly do it and get full credit.
Table values are based on: | |||||
Face Amount | $25,000,000 | ||||
Interest Payment | $25,000,000*8% =$2,000,000 | ||||
Market Interest rate per period | 6.00% | ||||
Cash Flow | Table Value(PV of 6% for 30 period) | Amount | Present Value | ||
PV of Interest | 13.76483 | $20,00,000 | $2,75,29,660 | ||
PV of Principal | 0.17411 | $2,50,00,000 | $43,52,750 | ||
PV of Bonds Payable(Issue Price) | $3,18,82,410 | ||||
Premium on Bond =$31,882,410 - $25,000,000 =$6,882,410 | |||||
Amortization table | |||||
Col I | Col II | Col III | Col IV | Col V | |
Date | Interest Payment($25,000,000*8%) | Interest expenses(Col V*6%) | Premium amorrtization(Col I -Col II) | Unamortized Premium | Bond carrying amount |
01-Jan-20 | 68,82,410 | 3,18,82,410 | |||
31-Dec-20 | 20,00,000 | 19,12,945 | 87,055 | 67,95,355 | 3,17,95,355 |
31-Dec-21 | 20,00,000 | 19,07,721 | 92,279 | 67,03,076 | 3,17,03,076 |
31-Dec-22 | 20,00,000 | 19,02,185 | 97,815 | 66,05,260 | 3,16,05,260 |
31-Dec-23 | 20,00,000 | 18,96,316 | 1,03,684 | 65,01,576 | 3,15,01,576 |
31-Dec-24 | 20,00,000 | 18,90,095 | 1,09,905 | 63,91,671 | 3,13,91,671 |
31-Dec-25 | 20,00,000 | 18,83,500 | 1,16,500 | 62,75,171 | 3,12,75,171 |
31-Dec-26 | 20,00,000 | 18,76,510 | 1,23,490 | 61,51,681 | 3,11,51,681 |
31-Dec-27 | 20,00,000 | 18,69,101 | 1,30,899 | 60,20,782 | 3,10,20,782 |
31-Dec-28 | 20,00,000 | 18,61,247 | 1,38,753 | 58,82,029 | 3,08,82,029 |
31-Dec-29 | 20,00,000 | 18,52,922 | 1,47,078 | 57,34,951 | 3,07,34,951 |
31-Dec-30 | 20,00,000 | 18,44,097 | 1,55,903 | 55,79,048 | 3,05,79,048 |
31-Dec-31 | 20,00,000 | 18,34,743 | 1,65,257 | 54,13,791 | 3,04,13,791 |
31-Dec-32 | 20,00,000 | 18,24,827 | 1,75,173 | 52,38,618 | 3,02,38,618 |
31-Dec-33 | 20,00,000 | 18,14,317 | 1,85,683 | 50,52,935 | 3,00,52,935 |
31-Dec-34 | 20,00,000 | 18,03,176 | 1,96,824 | 48,56,111 | 2,98,56,111 |
31-Dec-35 | 20,00,000 | 17,91,367 | 2,08,633 | 46,47,478 | 2,96,47,478 |
31-Dec-36 | 20,00,000 | 17,78,849 | 2,21,151 | 44,26,326 | 2,94,26,326 |
31-Dec-37 | 20,00,000 | 17,65,580 | 2,34,420 | 41,91,906 | 2,91,91,906 |
31-Dec-38 | 20,00,000 | 17,51,514 | 2,48,486 | 39,43,420 | 2,89,43,420 |
31-Dec-39 | 20,00,000 | 17,36,605 | 2,63,395 | 36,80,026 | 2,86,80,026 |
31-Dec-40 | 20,00,000 | 17,20,802 | 2,79,198 | 34,00,827 | 2,84,00,827 |
31-Dec-41 | 20,00,000 | 17,04,050 | 2,95,950 | 31,04,877 | 2,81,04,877 |
31-Dec-42 | 20,00,000 | 16,86,293 | 3,13,707 | 27,91,169 | 2,77,91,169 |
31-Dec-43 | 20,00,000 | 16,67,470 | 3,32,530 | 24,58,640 | 2,74,58,640 |
31-Dec-44 | 20,00,000 | 16,47,518 | 3,52,482 | 21,06,158 | 2,71,06,158 |
31-Dec-45 | 20,00,000 | 16,26,369 | 3,73,631 | 17,32,527 | 2,67,32,527 |
31-Dec-46 | 20,00,000 | 16,03,952 | 3,96,048 | 13,36,479 | 2,63,36,479 |
31-Dec-47 | 20,00,000 | 15,80,189 | 4,19,811 | 9,16,668 | 2,59,16,668 |
31-Dec-48 | 20,00,000 | 15,55,000 | 4,45,000 | 4,71,668 | 2,54,71,668 |
31-Dec-49 | 20,00,000 | 15,28,332 | 4,71,668 | (0) | 2,50,00,000 |
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