Answer:
Their combined future value will be 8,141.59.
Explanation:
Each deposit is invested at 12%, but for a different amount of years. So, the best thing would be to separate the three, calculate their value at the end of the third year for separated, and then obtain the grand total by adding up the results.
- First deposit = 1,200. It is invested for three years. The value at the end of year 3 is 1,200*(1.12)^3 = 1,685.91
- Second deposit = 2,200. It is invested for two years. The value at the end of year 3 is 2,200*(1.12)^2 = 2,759.68
- Third deposit = 3,300. It is invested for one years. The value at the end of year 3 is 3,300*(1.12) = 3,696.00
- The sum of the three deposits is 8,141.59.
Answer:
The correct answer is letter "E": Reorganization.
Explanation:
A company reorganization takes place in front of the need for changing operating activities that are not bringing any profit to the organization or whose profit is minimal that it would be convenient to stop those processes. In some cases, reorganizations take place even when the firm has filed for bankruptcy.
Under those circumstances, the objective of the entity is to be forgiven for not meeting its payment obligations for a certain period while restructuring its operations to keep the business up and running.
Answer:
$11,009
Explanation:
Calculation to determine The amount due on the maturity date
Amount due =10900 x .06 x 1/6 = $109 + $ 10900
Amount due=$11,009
Therefore The amount due on the maturity date is $11,009
Answer:
54,000 chairs
Explanation:
The computation of the number of chairs at the beginning of the month is shown below:
Inventory at the beginning of the month = Units completed and transferred + ending inventory units - Units started
= 180,000 chairs + 21,000 chairs - 147,000 chairs
= 54,000 chairs
We simply applied the above formula to find out the inventory at the beginning of the month
As long as the marginal benefits are higher than the marginal costs you are better off continuing the activity.
Consider the example of eating pizza. Each slice of pizza gives you happiness and helps fill you up (marginal benefit), but each slice also has lots of calories and fat (marginal cost). As long as you are still hungry and getting enjoyment from eating, you should keep eating. But once you reach the point where you are too full then you should stop, because the costs now outweigh the benefits.
