Answer:
Instructions are listed below
Explanation:
Giving the following information:
Projects:
A
Io= -$ 800,000
Perpetual cash= $ 90,000
B
Io= 100,000
Perpetual cash flow= 20,000
C
Io= 300,000
Perpetual CF= 25,000
D
Io= 400,000
Perpetual CF= 60,000
To find the present value of a perpetual annuity we need to use the following information:
PV= cash flow/i
A) i= 0.16
A= -800000 + (90000/0.16)= -237,500
B= -100000 + (20000/0.16)= 25,000
C= -300000 + (25000/0.16)= -143,750
D= -400000 + (60000/0.16)= -25000
Only project B is pursuable.
B) i=10%
A= 100,000
B= 100,000
C= -50,000
D= 200,000
Only project C is not pursuable. Project D has the greatest net present value.
C) With i=16% only project B should be pursued. With i=10%, project D is the best.
Answer:
B. Natural barriers cannot prevent the entry of new firms.
Explanation:
Natural barriers cannot prevent the entry of new firms as firms should be free to enter and exit the industry. Every firm's actions or dealings influence the profits of all the other firms.
Answer:
In the situation in question, there are various things that need to be settled until the license contract is signed into. The first problem is the clarification on the territorial features of the company when separate branches of the very same network run which that create friction.
The second problem is the range, vocabulary, and style of franchise marketing strategies as heavy marketing, may damage one another's franchise consumers, and may harm the company in general. The third problem is the localisation-based exchange of information with both the franchise.
Whether it be the unified business center or customers that decide. Not considering it, could hurt the new franchisor. The fourth problem seems to be the exchange with other franchises of company data or data from my current customer base to support them.
Answer:
It will be used using the Equivalent unit cost
$2.27
Explanation:
Period Cost / Equivalent Unit = Equivalent Unit Cost
16,800/7,400 = 2.27027 Equivalent Unit Cost
Answer:
The break-even point is $25,900 units
Explanation:
In this question we use the formula of break-even point in unit sales which is shown below:
= (Fixed expenses) ÷ (Contribution margin per unit)
where,
Contribution margin per unit for product A = (Selling price per unit - Variable cost per unit) ×product mix
= ($13.50 - $6.15) × 40%
= $2.94
Contribution margin per unit for product B = (Selling price per unit - Variable cost per unit) ×product mix
= ($16.75 - $6.85) × 60%
= $5.94
So, the total contribution margin would be equal to
= $2.94 + $5.94
= $8.88
And, the fixed cost is $230,000
Now put these values to the above formula
So, the value would be equal to
= $230,000 ÷ $8.88
= $25,900 units
