Answer:
The dollar value of ending inventory is $7.500.000
Explanation:
To calculate the dollar value of ending inventory you need to use the next formula:
End inventory= (Beginning inventory + production - sales).$
In this case:
- Beginning inventory: 10.000 units
- January Production: 20.000 units
- Sales: 15.000 units
End inventory= 10000+20000-15000
End inventory= 15.000 units
Dollar value= 150000 . $500= $7.500.000
Answer:
C. Fall, 30%, Rise
Explanation:
- Price Elasticity of Demand is responsive change in demand, due to change in price.
P.Ed = % change in demand / % change in price.
Given : Price rise by 50% , P.Ed = 0.6
So, % change in demand = P.ed x % change in price
% change in demand = 0.6 (50)
% change in demand = 30%
Law of demand states negative relationship between price & demand, so P.ed is negative. Price rise 50% reduces demand by 30%.
- P.Ed can be : Elastic ( > 1 ), or Inelastic ( < 1 ). If P.Ed is Elastic, price & total revenue are inversely related. If P.Ed is Inelastic, price & total revenue are directly related.
So, Given PEd = 0.6 (i.e < 1 ) : Inelastic Demand implies price & total revenue are directly related related to each other. So, price fall lead to TR fall & price rise lead to TR rise.
Answer:
If Verizon charges an optimal two-part price thenconsumer surplus will be zero.
Explanation:
Given a competitive market the consumer surplus will be the area of the demand curve above the market price
This is, between the intersection point with Y axis and a parallel at market price. Ofter represent as a triangle
If a monopolistic company maximize profit It will decrease this consumer surplus as much as it can to gain it from itself.
First it will set price equal to his marginal revenue.
Then, if possible it will charge two tariff a fixed component and a variable component per usage This will extrac all consumer surplus in favor of the firm leaving a consumer surplus of zero.
If Verizon charges an optimal two-part price thenconsumer surplus will be zero.
something that is present but no longer used by an organism such as a tailbone or appendix in humans
