Answer: The answer is as follows:
Explanation:
(1) Average total cost =
=
= 0.2
(2) Cost of producing an additional unit of hot-dog = 200.08 - 200
= $0.08
∴ Marginal cost of producing the 1,001th is $0.08.
(3) Here, the marginal cost of production is less than the average total cost of production then the average total cost of production must be falling. It is due to the fact that marginal cost is the change in total cost that is arises from the change in the quantity by one unit.
Therefore, Average total cost of production must be falling.
Answer: 2016 = 28.18 %
2017 = 40.03 %
Explanation: Cost of goods sold as a percentage of net sales can be calculated as follows :-
so by putting the values into equation for the two years :-
year 2016
= 28.18 %
year 2017
= 40.03 %
Answer:
The perpetuity pays $2,040 every year.
Explanation:
The formula to find the present value of a perpetuity is
present value = cash flow/interest rate
In this question we are given the interest rate and present value and we need to find the cash flow, so we will just input these values in the formula.
Present value = 34,000
Interest rate =6%
34,000=Cash flow/0.06
34,000*0.06= cash flow
Cash flow =2,040
Answer:
Tax saving will be = $8800
Explanation
Special stock Normal stock
Loss -52,800 -52,800
ordinary loss 15400 [44000*.35] NA
Capital loss 1320 [(52800-44000)*.15] 7920 [52800*.15]
Total savings 15400+ 1320= 16720 7920
Tax saving will be = 16720 - 7920 = $8800
Answer: They should not
Explanation:
The Social cost of a project refers to the total cost that society incurs as a result of the project. This includes the actual costs to the investors as well as the cost to society such as pollution. Likewise the social benefit is the entire benefit that accrues from the project.
When using the Social Cost Benefit Analysis, one should not pick a project that has a higher social cost than social benefit because it would lead to a social loss. In order words, the project would cost society more than society would benefit from it so there is no need to embark on such a project.