Answer:
the number of codes for cover the coding is 3,200,000
Explanation:
The computation of the number of codes for cover the coding is as follows:
= (Number of coders × number of years × cost per year) ÷ (0.25)
= (4 coders × 2 years × 100,000 per year) ÷ (0.25)
= 3,200,000
Hence, the number of codes for cover the coding is 3,200,000
We simply applied the above formula
Answer:
The answer to this question is option C Real Business Cycle theory
Explanation:
The Real business cycle theory is the theory that views hocks to tastes (workers' willingness to work, for example) and technology (productivity) as the major driving forces behind short-run fluctuations in the business cycle because these shocks lead to substantial short-run fluctuations in the natural rate of output.
Real business cycle models state that macroeconomic fluctuations in the economy can be largely explained by technological shocks and changes in productivity. These changes in technological growth affect the decisions of firms on investment and workers (labour supply)
Hence the answer is option C Real Business Cycle theory
Answer:
Forecast of 2020 net earnings = $299.2 million.
Explanation:
Note:
a. See part a of the attached excel file for the calculations of the Historic Percent of Total Revenue.
b. See part b of the attached excel file for the Forecast of ADP’s 2020 income statement.
From part b of the attached excel file, we have:
Forecast of 2020 net earnings = $299.2 million.
Answer:
$81,750
Explanation:
The computation of the amount of total insurance is shown below:
= (Home mortgage loan + car loans + personal debts + credit card loans) ÷ 2 + estimated funeral cost
= ($120,000 + $10,000 + $14,000 + $7,500) ÷ 2 + $6,000
= $75,750 + $6,000
= $81,750
Under the DINK method, we simply half of the items except funeral cost
Answer:
$61 million
Explanation:
Additional paid-in capital credited on Feb 4 = Number of shares sold × (Share selling price - Share par value) = 4 million × ($15 - $1) = $56 million
Worth of shares debited on October 12 = Number of shares retired × (Share original selling price - Share par value) = 1 million × ($15 - $1) = $14 million
Additional paid-in capital credited on December 30 = Number of shares sold × (Share selling price - Share par value) = 1 million × ($20 - $1) = $19 million
Net additional paid-in capital = $56 million - $14 million + $19 million = $61 million