Answer: $175,000
Explanation:
Vern's depletion deduction for 2020 will be calculated thus:
= (Cost - Salvage value) / (Estimated Number of units × Number of units extracted
= 3500000/500000 × 25000
= 7 × 25000
= $175000
Therefore, Vern's depletion deduction for 2020 is $175000
What is the present value of 4360 to be received at the beginning of each of 30 periods discounted at 5% compound interest
Answer:
The right solution is "70375.08".
Explanation:
Given that,
Present value,
= 4360
Interest rate,
= 5%
Time period,
= 30
Now,
The present value of inflows will be:
= [tex](1+rate)\times \frac{Present \ value[1-(1+Interest \ rate)^{-time \ period}]}{rate}[/tex]
= [tex]1.05\times 4360\times \frac{[1-(1.05)^{-30}]}{0.05}[/tex]
= [tex]4360\times 16.1410736[/tex]
= [tex]70375.08[/tex]
Under the good neighbor rule, a buyer of consumer goods, who gives value and does not have
actual or constructive knowledge of the security interest, acquires clear title if there has been no filing
a. True
b. False
Cusic Music Company is considering the sale of a new sound board used in recording studios. The new board would sell for $24,700, and the company expects to sell 1,640 per year. The company currently sells 1,990 units of its existing model per year. If the new model is introduced, sales of the existing model will fall to 1,660 units per year. The old board retails for $23,100. Variable costs are 53 percent of sales, depreciation on the equipment to produce the new board will be $1,035,000 per year, and fixed costs are $3,250,000 per year. If the tax rate is 24 percent, what is the annual OCF for the project
Answer: $9,524,922
Explanation:
The annual OCF of the project will be calculated as
= EBIT + Depreciation - taxes
First, we have to calculate the EBIT which will be:
= [ $24,700 x 1,640 - ( 1,990-1,660 x $23,100 ]
= $40,508,000 - (330 × $23100)
= $40,508,000 - $7,623,000
= $ 32,885,000
Variable cost will then be:
= $32,885,000 × 53%
= $32,885,000 x 0.53
= $ 17,429,050
Therefore, EBIT will be:
= $32,885,000 - $ 17,429,050 - Fixed cost - depreciation
= $32,885,000 - $ 17,429,050 - $3,250,000 - $1,035,000
= $11,170,950
Then, we calculate the value of tax which will be:
= $11,170,950 x 0.24
= $2,681,028
Therefore, OCF will be:
= EBIT + Depreciation - taxes
= $11,170,950 + $1,035,000 - $2,681,028
= $9,524,922
Roberto has received various gifts over the years and has decided to dispose of the following assets he received as gifts:
What is the recognized gain or loss from the following transactions, assuming that no gift tax was paid when the gifts were made.
If an answer is zero, select "neither a gain nor a loss" and enter "0" as the amount.
a. In 1981, he received land worth $32,000. The donor's adjusted basis was $35,000. Roberto sells the land for $95,000 in 2018.
(neither a gain or a loss/ a gain/ a loss) of $__________ is recognized.
b. In 1986, he received stock in Gold Company. The donor's adjusted basis was $19,000. The fair market value on the date of the gift was $34,000. Roberto sells the stock for $40,000 in 2018.
(neither a gain or a loss/ a gain/ a loss) of $__________ is recognized.
c. In 1992, he received land worth $15,000. The donor's adjusted basis was $20,000. Roberto sells the land for $9,000 in 2018.
(neither a gain or a loss/ a gain/ a loss) of $__________ is recognized.
d. In 2013, he received stock worth $30,000. The donor's adjusted basis was $42,000. Roberto sells the stock for $38,000 in 2018.
(neither a gain or a loss/ a gain/ a loss) of $__________ is recognized.
Answer: See explanation
Explanation:
a. The recognized gain or loss from the transaction will be:
= Amount realized - Adjusted basis
= $95000 - $35000
= $60000
Gain of $60000 will be recognized
b. The recognized gain or loss from the transaction will be:
= Amount realized - Adjusted basis
= $40000 - $19000
= $21000
Gain of $21000 is recognized
c. The recognized gain or loss from the transaction will be:
= Amount realized - Adjusted basis
= $9000 - $15000
= -$6000
Loss of $6000 is recognized
d. In this case, no gain or loss will be recognized.
Riverboat Adventures pays $170,000 plus $14,000 in closing costs to buy out a competitor. The real estate consists of land appraised at $22,000, a building appraised at $79,200, and paddleboats appraised at $118,800. Compute the cost that should be allocated to the building. Multiple Choice $66,240. $61,200. $79,200.
Answer:
Total cost allocated to building = $66,240
Explanation:
Given:
Total amount pay = $170,000 + $14,000 = $184,000
Land appraised amount = $22,000
Building appraised amount = $79,200
Paddleboats appraised price = $118,800
Find:
Total cost allocated to building
Computation:
Total appraisal price = Land appraised amount + Building appraised amount + Paddleboats appraised price
Total appraisal price = $22,000 + $79,200 + 118,800
Total appraisal price = $220,000
Total cost allocated to building = [Total amount pay / Total appraisal price]Building appraised amount
Total cost allocated to building = [184,000/220,000]79,200
Total cost allocated to building = $66,240
ABC Company rents its extra office space to XYZ Company for $600 per month. On November 1, 2020, ABC Company received $3,600 rent in advance from XYZ Company for the months of November 2020, December 2020, January 2021, February 2021, March 2021, and April 2021. The adjusting entry on December 31, 2020 (the end of the fiscal year) would include:
Answer:
Debit : Rent Paid in Advance $1,200
Credit : Rent Income $1,200
Explanation:
The adjusting entry on December 31, 2020 would include:
Debit : Rent Paid in Advance $1,200
Credit : Rent Income $1,200