Answer:
Neither project should be chosen
Explanation:
Given that
Each project cost of capital is 12%
The IRR of project A is 11.4%
And, the IRR of project B is 11.1%
As we can see that the cost of capital of each project with their internal rate of return so no project should be selected
Therefore the above statement represent an answer
The same should be relevant
"Ecotourism" is the one way among the following choices that are given that <span>economies in southern and Eastern Africa are overcoming the economic challenges. The correct option among all the options that are given in the question is the third option or option "c". I hope the answer has helped you.</span>
Answer:
The answer is: B) In Boravia when the economy is strong, those who might otherwise go camping tend to take vacations overseas.
Explanation:
Usually a sustained economic growth would lead to an increase in the sales of high quality products. Hill and Dale sell high quality expensive products, so the only thing that could hurt their sales is that people don't go camping anymore. The only option that could lead to lower demand is that Boravia's economy is doing so well that its citizens can now afford to travel to other countries instead of camping.
To create service items in QuickBooks Desktop, click the “Item” button in the lower-left corner of the list window. Then select the “New” command from the pop-up menu. In the “New Item” window, select “Service” from the “Type” drop-down. Enter a name for the service into the “Item Name/Number” box.
Answer:
$120 per unit
Explanation:
The computation of minimum acceptable transfer price is shown below:-
If the division of the transferor does not have spare capacity, the minimum transfer price is equal to variable cost per unit and the contribution margin per unit
Minimum transfer price = Variable cost per unit + (Selling price to outside customers - Variable cost per unit)
= $72 + ($120 - $72)
= $72 + $48
= $120 per unit
Therefore for computing the minimum transfer price we simply applied the above formula.
