On December 31, 2019, Teal Mountain Corporation signed a 5-year,
non-cancelable lease for a machine. The terms of the lease called
for Teal Mountain to make annual payments of $8,200 at the
beginning of each year, starting December 31, 2019. The machine has
an estimated useful life of 6 years and a $5,500 unguaranteed
residual value. The machine reverts back to the lessor at the end
of the lease term. Teal Mountain uses the straight-line method of
depreciation for all of its plant assets. Teal Mountain’s
incremental borrowing rate is 11%, and the lessor’s implicit rate
is unknown.
Compute the present value of the lease payments.
(For calculation purposes, use 5 decimal places as
displayed in the factor table provided and round final answer to 0
decimal places e.g. 5,275.)
Present value of the lease payments |
$enter the Present value of the lease payments in dollars |
Prepare all necessary journal entries for Teal Mountain for this
lease through December 31, 2020. (Record journal
entries in the order presented in the problem. Credit account
titles are automatically indented when amount is entered. Do not
indent manually. Round answers to 0 decimal places e.g.
5,275.)
Answer:
Present value of lease payments = Annual payment x PVIFA(11%,5)= $ 8200x 3.6959 = $30306
On the books of Teal Mountain Corporation:
Date | Account Titles | Debit | Credit |
$ | $ | ||
January 1, 2019 | Leased Asset | 30306 | |
Lease Liability | 30306 | ||
January 1, 2019 | Lease Liability | 8200 | |
Cash | 8200 | ||
December 31, 2019 | Depreciation Expense ( $ 30306 / 5) | 6061 | |
Accumulated Depreciation - leased Asset | 6061 | ||
December 31, 2019 | Interest Expense $ ( 30306- 8200) x 11% | 2432 | |
Interest Payable | 2432 | ||
January 1, 2020 | Lease Liability | 5768 | |
Interest Payable | 2432 | ||
Cash | 8200 |
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