1.
Present value = $6,760,200
Annual payment = $4,000,000
Therefore,
PVA = Present value/Annual payment = $6,760,200/$4,000,000 = 1.69005
There are only two payments to be made. So the number of periods is 2.
In the PVA table, by searching for 1.69005 in the second row, it can be determined that the discount rate is 12%.
Thus, interest rate is 12%.
2 to 4.
The following journal entries are required to be prepared:
Date | Account Titles and Explanation | Debit | Credit |
Jan. 1, 2021 | Equipment | 6,760,200 | |
Instalment Note Payable | 6,760,200 | ||
Dec. 31, 2021 | Interest Expense (6,760,200 x 12%) | 811,224 | |
Instalment Note Payable (4,000,000 - 811,224) | 3,188,776 | ||
Cash | 4,000,000 | ||
Dec. 31, 2022 | Interest expense [(6,760,200 - 3,188,776) x 12%] | 428,571 | |
Instalment Note Payable | 3,571,429 | ||
Cash | 4,000,000 |
5.
Interest rate = 11%
Number of periods = 2
Therefore,
Present value of annual payments = $4,000,000 x PVA (11%, 2) = $4,000,000 x 1.71252 = $6,850,080
The following journal entry will be prepared in this case:
Date | Account Titles and Explanation | Debit | Credit |
Jan. 1, 2021 | Equipment | 6,850,080 | |
Instalment Note Payable | 6,850,080 |
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