Because people who are earning a low income still have to pay the same amount as people who are recieving a high income
Answer:
The cyclical unemployment rate is 4.2%
Explanation:
There is a natural unemployment rate which contains every unemployment rate which is cyclical unemployment plus structural unemployment plus frictional unemployment, so then in order to get cyclical unemployment we will use the below formula:
natural unemployment = Frictional unemployment + Cyclical unemployment +structural unemployment
therefore we are given the natural unemployment rate of 11%
Frictional Unemployment Rate of 4.4%
Structural unemployment rate of 2.4%
then we substitute on the above mentioned formula and solve for cyclical unemployment
11% =4.4% + Cyclical Unemployment Rate+ 2.4% then we transpose and solve for cyclical unemployment rate
11% - 4.4% -2.4% = Cyclical Unemployment Rate
4.2 % = Cyclical unemployment rate
this unemployment rate goes with the business cycle of any business in which if there is a recession in an economy it is accounted for even if there is economic growth it is accounted for.
Answer:
D an explanation of why global temperatures are rising
Explanation:
option D is the correct answer - $254094
<u>Explanation:</u>
<u>As per the given data in the question, the following is used to calculate the net cash from the operating activities.
</u>
<u>Net Income = 265307
</u>
Add : Depreciation = 27888
Less Increase in Account receivable = (17637)
Less Increase in Closing stock = ($28123)
Add : Prepaid Expenses ( Decrease) = 2852
Less: Decrease in Accounts payable = (4066)
Add: Loss on sale of Asset ( not Operating in nature) = 7873
Therefore, the Net cash from operating activities = $254094
Answer:
The correct option is (b)
Explanation:
According to the scenario, the foreign currency that original sold at the market is shown below:
= (Forward rate to Jan 15 - Spot rate) × paymen made
= ($0.00089 - $0.00082 ) × 20 million
= $0.00007 × 20,000,000
= $1,400 premium
hence, the foreign currency that originally sold at the market is $1,400 premium
Therefore the correct option is (b)
