Answer:
Cost per unit= $2,500.70
Explanation:
Cost per unit of an item is the fixed cost of producing the item plus the variable cost.
That is:
Total cost = fixed cost + variable cost
In this instance the fixed cost (cost of the application) is given as $250,000
The variable cost (cost of delivery) is $0.7
For 100 units variable cost will be $0.7* 100= $70
Total cost= 250,000+ 70
Total cost= 250,070
Cost per unit = Total cost/ Number of units
Cost per unit= 250,070/100
Cost per unit= $2,500.70
Answer/Explanation:
In the statement given the problem is specified as the discouragement for med students to take lower paying but needed jobs because of the high student debt. This issue has been analyzed from several sectors of society and even by professionals in other areas that experience similar situations.
Some of the solutions proposed for this problem are to make higher education free of cost or partially subsided by the government (like it is in other countries).
Other Sources mention collages should have lower fees. However, there are further implications in this subject that need to be considered.
I think it's the first one
Answer:
As a result of the political unrest in Libya, the supply of oil would fall, As a result the supply curve would shift to the left. This would lead to fall in equilibrium quantity and a rise in price.
The increased demand for oil would shift the demand curve to the right. The equilibrium price and quantity would increase
Taking these two effects together, equilibrium price would rise and there would be an indeterminate effect on equilibrium quantity
Please check the attached image for a graph showing these shifts
b. As a result of the change in supply, supply would increase. This would increase equilibrium quantity and equilibrium price would fall. in addition with the increase in demand for oil, equilibrium quantity would rise and there would be an indeterminate effect on equilibrium quantity
Explanation:
Answer:
$28,800
Explanation:
I will just assume that there are three equal annual principal payments of $480,000. If we use $550,000, the total principal would = $1,650,000.
accrued interests from September to December = principal x (9%/12) x 4 months
principal = $480,000 x 2 = $960,000
accrued interest payable = $960,000 x 0.75% x 4 = $28,800
