Answer:
Jordan Enterprises
1) The impairment loss = $110,000.
2) Journal Entry to record the impairment loss:
Debit Broadcast License Impairment Loss $110,000
Credit Accumulated Impairment Loss $110,000
Explanation:
a) Data and Calculations:
Broadcast license original cost (book value) = $786,000
Market value of similar broadcast license = 676,000
Impairment loss = $110,000
b) US GAAP defines impairment loss as the decrease in an asset's net carrying value. This means that impairment loss arises when the book or net carrying value is greater than the future estimated cash flows or the market value of the asset.
Answer:
Capitalization rate
Explanation:
Capitalization rate is a rate mostly used in real estate valuation that is used as a standard to compare a variety of real estate investments. It is calculated in percentage and in terms of the ratio of the net operating income provided or produced by an asset to the original cost or market value of the of the asset.
Cheers.
Answer:
Net Pay $3094.10 is the answer.
Explanation:
Gross pay $4600
Less: Social Security (4600*6.2%) 285.20
Less: FICA (4600*1.45%) 66.70
Less: Federal tax withheld 644
Less: contribution for health insurance 50
Less: contribution for retirement plan (4600*10%) 460
Net Pay $3094.10
Answer: The correct answer is c) It does not provide for everyoned.
Explanation:
In a market economy, the problem is that we are not born with the same opportunities, nor the possibility of accessing the same factors of production, nor are we equally qualified in all fields. That is, those who are born in a family with less economic resources, or simply are not enabled in activities that have more benefits, are at a disadvantage compared to the rest of the individuals. These inequalities end up generating inequalities in income distribution.
Answer:
Memorial Hospital
From the information on how much the hospital is losing on deliveries, the change in profit for each extra delivery is:
= 16.3%.
Explanation:
a) Data and Calculations:
Average cost of deliveries = $5,000
Average revenue per delivery = $4,300 ($5,000 - $700)
Loss on each delivery = $700
The change in profit for each extra delivery is
= 16.3% ($700/$4,300 * 100)
b) The implication of the above information is that the hospital is losing 16.3% each time it performs a delivery because it cost it $5,000 while it can only receive $4,300 from each patient delivered.
