Answer:
the journal entries should be:
Dr Cash 1,250,000
Cr Common stock 1,000,000
Cr Additional paid in capital 250,000
Dr Treasury stock 238,500
Cr Cash 238,500
Dr Cash 161,500
Cr Common stock 85,000
Cr Additional paid in capital 76,500
Marge owns land and a building (held for investment) with an adjusted basis of $75,000 and a fair market value of $250,000. The property is subject to a mortgage of $400,000. Because Marge is in arrears on the mortgage payments, the creditor is willing to accept the property in return for canceling the amount of the mortgage.
a. How can the adjusted basis of the property be less than the amount of the mortgage?
b. If the creditor's offer is accepted, what are the effects on the amount realized, the adjusted basis, and the realized gain or loss for Marge?
c. Does it matter in (b) if the mortgage is recourse or nonrecourse?
Answer:
A. The amount deducted for Depreciation may be higher than the amortized amount of the mortgage principal.
Decrease in the value of the property after they granted the mortgage
Bi $400,000
ii. $75,000
iii. $325,000
C.No
Explanation:
a. The adjusted basis of the property can be tend to be lesser than the amount of the mortgage due to the fact that in the beginning of an asset life the amount that was deducted for Depreciation may be more higher than the amortized amount of the mortgage principal .
Secondly the adjusted basis of the property can be tend to be lesser than the amount of the mortgage when their is Decrease in the value of the property after they granted the mortgage .
Lastly the adjusted basis of the property can be tend to be lesser than the amount of the mortgage when the fair market value of Property are been given instead of the Adjusted basis of the property.
b. Calculation for the effects on the amount realized, the adjusted basis, and the realized gain or loss for
i. Based on the information given the amount that was realized will be the amount of $400,000
ii. Based on the information given the Adjusted basis will be the amount of $75,000
iii. Realized gain=$400,000 − $75,000
Realized gain= $325,000
c.No it don't not matter if the mortgage is recourse or nonrecourse since the amount that was realized was the amount of $400,000 and
to justify the nonrecourse mortgage is that the taxpayer has already enjoy some benefit when the mortgage was acquired due to the increase in Adjusted basis of the property.
On January 1, 2012, Sunland Company purchased for $690000, equipment having a useful life of ten years and an estimated salvage value of $40200. Sunland has recorded monthly depreciation of the equipment on the straight-line method. On December 31, 2020, the equipment was sold for $160000. As a result of this sale, Sunland should recognize a gain of
Answer:
$54,820
Explanation:
The computation of the gain is shown below;
But before that following calculations must be done
Annual depreciation as per the straight-line method
= ($690,000 - $40,200) ÷ (10 years)
= $64,980
Now accumulated depreciation for 9 years is
= $64,980 × 9 years
= $584,820
Now the book value is
= $690,000 - $584,820
= $105,180
Now the gain is
= Sale value - book value
= $160,000 - $105,180
= $54,820
Lincoln Company purchased merchandise from Grandville Corp. on September 30, 2021. Payment was made in the form of a noninterest-bearing note requiring Lincoln to make six annual payments of $4,400 on each September 30, beginning on September 30, 2024. (FV of $1, PV of $1, FVA of $1, PVA of $1, FVAD of $1 and PVAD of $1) (Use appropriate factor(s) from the tables provided. Round your final answer to nearest whole dollar amount.) Required: Calculate the amount at which Lincoln should record the note payable and corresponding purchases on September 30, 2021, assuming that an interest rate of 9% properly reflects the time value of money in this situation.
Answer: $16,613
Explanation:
As the noninterest-bearing note required Lincoln to make six annual payments of $4,400, this is an annuity because it is a constant figure.
The amount that should be recorded is the present value of this amount.
Present value of annuity = Annuity * ( 1 - ( 1 + rate) ^ -no. of periods) / rate
= 4,400 * ( 1 - ( 1 + 9%)⁻⁶) / 9%
= $19,738
This present value is for September 30, 2023. It needs to be discounted further to September 30, 2021.
= 19,738 / (1 + 9%)²
= $16,613
