Answer:
$180,000
Explanation:
Given that
Current E & P = $240,000
Distribution to Larry = $450,000
The computation of current E & P is allocated to Larry's distribution is shown below:-
Current E & P is allocated to Larry's distribution = (Current E & P × Distribution to Larry) ÷ Total distribution
= ($240,000 × $450,000) ÷ $600,000
= $108,000,000 ÷ $600,000
= $180,000
Answer:
The correct answer is letter "A": Provide periodic program review and necessary adjustment against gaps and or shortcomings.
Explanation:
Information Governance or IG principles are regulations that look for taking care of information security and control. Ten (10) are the IG principles and Continuous Improvement is the last one. This principle states that the programs reviewed by the IG are being transformed continuously which implies monitoring on a regular basis to avoid business gaps and shortcomings.
Answer:
If you require a return of 9.7 percent on the company’s stock, you will pay $47.61 for a share today .
Explanation:
Price today = Present Value of Dividends
Present Value of Dividends :
Year Dividend Discounting Factor(9.7%)
0 3.0000
1 8.00 0.9115770282588880
2 13.00 0.8309726784493050
3 18.00 0.7574956047851460
4 23.00 0.6905155923292130
year Present Value(Dividend* Discounting factor)
0
1 7.2926162260711000
2 10.8026448198410000
3 13.6349208861326000
4 15.8818586235719000
Present Value of Dividends 47.612040555616600
Therefore, If you require a return of 9.7 percent on the company’s stock, you will pay $47.61 for a share today .
Answer:
b) 100 cars per day.
Explanation:
With the information above, we can conclude that each worker washes 20 cars per day, and earns a wage of $60 per day.
So the total labor costs per day is $60 wage per worker X 4 workers = $240
The total sales revenue per day is: 80 cars washed per day X $5 per wash = $400.
So, we can see that with four workers, the firm has a good profit of = $400 - $240 = $160.
If the firm hired a fifth worker, labor costs would increase to $320 ($240 + $60), the amount of cars washed would increase to 100, and the sales revenue would increase to $500 (100 x $5).
So, profits would increase to $180 ($500 - $320) if the firm hired a fifth worker.
However, productivity should still be stable, so a worker who washed less than 20 cars per day should not be hired, this is why the A option is wrong.
