Answer:
4%
Explanation:
The Gordon constant growth dividend model =
Value = dividend / cost of capital - growth rate
Subsisting with the values given in the question gives :
25 = 2.5/0.14 - g
To solve for g,
1. multiply both sides by 0.14 - g
25(0.14 -g) = 2.5
2. divide both sides by 25
0.14 - g = 0.10
g = 0.04 = 4%
I belive this is Undervaluing asserts.
hope this helps!
Answer and Explanation:
The computation is shown below:
TC = 25 + q^2
Now
Marginal cost is
= dtc ÷ dQ
= 2q
Average variable cost (AVC) = q
We Assuming perfect competition so there is a free entry so no profits
Therefore
ATC = P
ATC = TC ÷ q
= q + 25 ÷ q
Now
MC = MR = P = ATC
2q = q + 25 ÷ q
q = 25 ÷ q
q^2 = 25
So, Quantity per firm = q = 5
Now
P = MC = MR = ATC
= q + 25 ÷ q
= 5 + 25 ÷ 5
= 5 + 5
= 10
hence, equilibrium price is 10
Now
Q = 35 - P
= 35 – 10
= 25
Hence, Market quantity (Q) = 25
And, the number of firms i.e n
N = Q ÷ q
= 25 ÷ 5
= 5
A(n) blank Business model is a plan that details how a company creates, delivers, and generates revenues.
<h3>What exactly is a business model?</h3>
An organization's conceptual framework, which includes its mission, objectives, and continuing strategies for accomplishing them, is known as a business model.
A business model is essentially a specification outlining how a company achieves its goals.
<h3>A successful business model is what?</h3>
As an illustration, Clay Christensen of Harvard Company School proposes that a business model should include four components: a customer value proposition, a profit formula, essential resources, and key procedures.
Learn more about Business model :
brainly.com/question/24448358
#SPJ4
Answer:
Lorenz curve can be understood as a graphical representation of distribution of wealth or income among the population in a given economy.
Explanation:
Lorenz Curve was proposed by Max O. Lorenz in the year 1905 to represent inequality in the distribution of income among the given population. This curve illustrates that the distribution of wealth is not equal, where one section of the population has all the wealth or income of the economy and the other section of the population is left with none. Whereas in the case of perfect equality, each section of the population should receive an equal amount of wealth of the economy. This means that N% of the society should always have N% of income and not more and not less than that. Thus, this situation is hypothetical and thus, the idea of the Lorenz Curve comes into consideration.