Answer:
the equivalent unit for conversion is 8,800 units
Explanation:
The computation of the equivalent unit for conversion is shown below:
= Units transferred + ending units
= (2,000 + 7,500 - 1,000) × 100 units + 1,000 units ×30%
= 8,500 units + 300 units
= 8,800 units
Hence, the equivalent unit for conversion is 8,800 units
We simply used the above formula for determining the conversion units
Answer:
lost value compared to the German mark because inflation was lower in Germany
Explanation:
Inflation is a persistent rise in the general price levels
Types of inflation
1. demand pull inflation – this occurs when demand exceeds supply. When demand exceeds supply, prices rise
2. cost push inflation – this occurs when the cost of production increases. This leads to a reduction in supply. Higher prices are the resultant effect
If inflation of the currency of a country increases relative to that of another country, the value of that currency decreases
Answer:
Total FV= $17,726.11
Explanation:
<u>To calculate the total Future Value, we need to use the following formula one each deposit:</u>
FV= PV*(1+i)^n
i= 0.04 / 4= 0.01
Deposit 1:
FV= 4,000*(1.01^12)
FV= $4,507.3
Deposit 2:
FV= 5,000*(1.01^8)
FV= 5,414.28
Deposit 3:
FV= 7,500*(1.01^4)
FV= 7,804.53
Total FV= $17,726.11
Answer: True
Explanation:
The capital intensity ratio of a company
is used to measure the amount of capital that is required per dollar of revenue. The capital intensity ratio is calculated when the total assets that a company has is divided by its sales.
It should be noted that firms that has high capital intensity ratios have found ways to lower this ratio which allows them to achieve a given level of growth with fewer assets and consequently less external capital.
A trade-off means that if one thing decreases, the other thing must increase. So, applied to this situation, if Ray decreases the time he does one thing, the time he does his homework should increase. Having this in mind, I would pick the following answer - He will play his favorite game for one hour and do homework for two hours.
The time he initially allocated for playing his game reduced to one hour, whereas the time he allocated for doing his homework increased to two hours.