Answer:
The final value of the investment after 3 years is $7,146.10
Explanation:
Giving the following information:
Investment= $6,000
Interest rate= 6% compounded annually
The number of years= 3 years.
To calculate the final value, we need to use the following formula:
FV= PV*(1+i)^n
FV= 6,000*(1.06^3)
FV= $7,146.10
The final value of the investment after 3 years is $7,146.10
International trade has been significant for the globalization of free trade relations.
Explanation:
International trade has been responsible for the global economic growth in the 20th and 21st century .
International trade is responsible for the specialization of goods for one country which is at the most advantage for making that particular product while being able to import the others they may need
International trade makes it so that the types of goods and services available around the world can reach any other part of the world.
Answer:
D. Fundamental analysis would now show the corporation is undervalued. The fact that the price was unchanged is not consistent with the efficient markets hypothesis.
Explanation:
Under factors of production, we have Land ,labour ,capital and entrepreneur.
Labour are the prime movers of a business.If a new CEO with a good track record has been employed, then the value of the company will increase.
Technically, that Quadrangle Company has increased its production(which might mean that the goods and services they deliver to their clients has increased or the mode of delivery of services has been improved upon), the value is also meant to increase.
With all these indices in place, fundamental analysis will now show that the corperation is undervalued. so D
Fundamental analysis would now show the corporation is undervalued. The fact that the price was unchanged is not consistent with the efficient markets hypothesis
perfectly fits the answer
Answer:
$134,300
Explanation:
The computation of total manufacturing overhead is shown below:-
Variable manufacturing overhead = Variable manufacturing overhead cost per unit × Units produced
= $1.60 × 8,000
= $12,800
Total Manufacturing overhead = Variable manufacturing overhead + Fixed manufacturing overhead
= $12,800 + $121,500
= $134,300
So, for computing the total manufacturing overhead we simply applied the above formula.
Answer:
The average product of labor per day is 324
Explanation:
To find the average product of labor per day we need to know the total number of widgets produced divided by the worked days.
Average Product= total number of widgets /days
Monday, 10=250 widgets
Tuesday, 11=286 widgets
Wednesday, 13 =364 widgets
Thursday, 14 workers= 396 widgets
Friday, 12 workers=324 widgets
TOTAL WIDGETS= 250+286+364+396+324=1620
Days= 5 days
Average Product= 1620/5=324