Answer:
(a) 0; 0
(b) $150 per hour; $16.67 per hour
(c) (b) $150 per hour; $53.57 per hour
Explanation:
(a) Number of hours = 125
Marginal cost = 0 (since service is cost less upto 200 hours)
Average cost = 0
(b) Number of hours = 225
Marginal cost = $150 per hour
Total cost = $150 × (225 - 200)
= $150 × 25
= $3,750
Average cost = Total cost ÷ Number of hours
= $3,750 ÷ 225
= $16.67 per hour
(c) Number of hours = 325
Marginal cost = $150 per hour
Total cost = $150 × (325 - 200)
= $150 × 125
= $18,750
Average cost = Total cost ÷ Number of hours
= $18,750 ÷ 325
= $53.57 per hour
Answer:
- Exrpress understanding and explain why his/her demand is not acceptable.
Explanation:
When dealing with a <em>customer</em>, and you consider he/she is not rigth, you should be able to express your point of view in a respectful way but clearly preserving your rights. That is <em>assertiveness</em>.
You must confront him/her in a constructively way: make it clear why the claim is not correct or fair, even how it affects the your or the company's right: you undersant him/her but he/she must understand you too.
You should prevent the situation from escalating to greater proportions but you should not give in to unfair demands that involve a loss for the company.
Answer:
The given statement is True.
If an investor buys enough stocks, he or she can, through diversification, eliminate all of the market risk inherent in owning stocks, but as a general rule it will not be possible to eliminate all market risk.
Answer:
Option B, IRR is 14.42%
Explanation:
The IRR is the rate of return that equates the cost of the project to the present value of cash flows receivable from the project in future.
Using an excel approach, the formula formula IRR is given as:
=irr(values)
The values in this case are
-$1300 in year 0
$450 in year 1
$450 in year two
$450 in year 3
$450 in year 4
The irr gives 14.42% as shown in the spreadsheet attached
The cost of the investment of the investment project of $1300 equals the present values of its cash flows at 14.42% rate of return
