Answer:
Explanation:
Cablevision can easily accomplish this by doing the following. First gather the number of sales of premium services and other products that non-trained individuals are accomplishing in a given time period (example, one month). Next, under the same conditions place the newly trained individuals and gather the same data from them (number of sales/subscribers gained, premium products, and other products). Finally, they would simply need to compare the difference in the number of sales to see if the training paid off. They would also need to calculate if the difference in sales surpasses the costs of training.
The unemployment rate in this population is 12%
First of all we have to find the total labour force in this country
Children less than 18 + people in the military + people in jail + retirees + marginally attached workers + full time students
= 50million + 15million + 30 million + 10 million + 30 million + 20
= 155 million
Labor force = 280million - 155 million
= 125 million
In this population those working full time and part time are the number of those that are employed.
= 30 million + 80 million
= 110 million
The unemployed = 125 million - 110 million
= 15million
The unemployment rate =

= 0.12
The unemployment rate = 12%
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Answer:
$146.932,81
Explanation:
You have to calculate the number of years that you have to keep the bond to mature, the answer is 5 years that is the difference between the two dates, now you have to calculate with the interest compound formula the future value of the bond so you have to use the next formula:
Future value = amount of money *((1+ interest rate)^(n))
Where n correspond to the number of years
Note: The interest rate is 8% but is paid each 6 months, it's a reason why you have to multiply n plus 2.
n= 5* 2
n= 10
FV= 100.000*((1+8%)^(10))
FV = $215.892,50
According with the information the bond will pay $215.892,50
Answer:
Fisher effect
Explanation:
Fisher effect is the effect in the economic theory that is established by the economist Irving Fisher, which states the relationship among the inflation and both nominal and the real interest rates.
This effect state that the real rate of interest equals to the nominal rate of interest deduct the expected inflation rate.
So, the relationship which is mentioned in the question is the fisher effect as it state the rate of interest that reflect the expectations likely the future inflation rates.