The amount of depreciation for the second full year, using the double-declining-balance method is $20,400.
<h3>What is the amount of depreciation in the second year?</h3>
Depreciation is a method used in expensing the value of an asset.
Double declining depreciation expense = [2 x (1/useful life of the asset)] x cost of the asset
Depreciation expense in year 1 = 2/5 x $85,000 = $34,000
Book value at the beginning of year 2 = $85,000 - $34,000 = $51,000
Depreciation expense in year 2 = 2/5 x $51,000 = $20,400
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Answer: Maximize joint welfare in respective or the right owner.
Explanation: A coase solution to a problem of externality insures that a socially efficient outcome is to maximize the joint welfare, irrespective of the right of ownership.
The Coase theorem states that when transaction cost are low, two parties will be able to bargain and reach an efficient outcome in the presence of an externality.
Answer:
False because you only go and check your account you don't deposit anything only if you want
Answer: $744,000
Explanation:
The amount that should be reported in the balance sheet for the patent, net of accumulated amortization, at December 31, 2020 will be:
First, we have to calculate the amortization recorded up to 2019. This will be:
= (1,240,000 / 10) x 2
= 248,000
The we calculate the amortization to be recognized in 2020. This will be:
= (1,240,000 – 248,000) / 4
= 248,000
The amount that should be reported in the balance sheet for the patent, net of accumulated amortization, at December 31, 2020 will be:
= 1240000 - 248000 - 248000
= $744,000
Answer:
$16,667
Explanation:
Given that
Cash flows = $1,000
Growth rate = 6%
Interest rate = 12%
So by considering the above information, the amount would be
Amount = Cash flows ÷ (Interest rate - growth rate)
= $1,000 ÷ (12% - 6%)
= $16,667
We simply applied the above formula so that the amount could come by considering the given information
