Answer:
Present Value 5,715,331.32
We are going to accept the project only if the initial investment is at 5,715,331 or below in order to achieve the return to support the cost of capital structure of the company
Accepting a project with a higher cost will not generate enought cashflow to sustain the patyment of debt and the return expected from the stockholders therefore, will generate a economic result and investor will leave the company for other which can sustain their desired return.
Explanation:
We are going to discount the yearly cash-flow at the given rate of 12.50%
then, the terminal value which is the present value of the future period will also be discounted at this rate.
The sum of all this will be the present value of the firm.
![\left[\begin{array}{ccc}$Year&$Cash Flow&$Discounted\\1&575000&511111.11\\2&625000&493827.16\\3&650000&456515.77\\4&725000&452613.93\\5&850000&471689.61\\$terminal&6000000&3329573.74\\Present&Value&5715331.32\\\end{array}\right]](https://tex.z-dn.net/?f=%5Cleft%5B%5Cbegin%7Barray%7D%7Bccc%7D%24Year%26%24Cash%20Flow%26%24Discounted%5C%5C1%26575000%26511111.11%5C%5C2%26625000%26493827.16%5C%5C3%26650000%26456515.77%5C%5C4%26725000%26452613.93%5C%5C5%26850000%26471689.61%5C%5C%24terminal%266000000%263329573.74%5C%5CPresent%26Value%265715331.32%5C%5C%5Cend%7Barray%7D%5Cright%5D)
The formula we use the present value of a lump sum:
We are going to accept the project only if the initial investment is at 5,715,331 or below in order to achieve the return to support the cost of capital estructure of the company
Answer:
4400
Increase
c. An index of 10,000 corresponds to a monopoly firm with 100% market share
Explanation:
Here are the options to the last question
Why is the largest possible value of the Herfindahl index 10,000 ?
a. An index of 10,000 corresponds to 100 firms with a 1% market share each
b. An industry with an index higher than 10,000 is automatically regulated by the Justice Department
c. An index of 10,000 corresponds to a monopoly firm with 100% market share
HHI index = 60² + 20² + 20² = 4400
If one of the firms leaves the industry, the market share would be distributed between the two firms and this would cause the HHI index to increase as firm's concentration would increase
If only one firm operates in the industry, its market share would be 100% and its HHI index would be 100² = 10,000. For an industry to exist there has to be at least one firm operating in the industry,
Answer:
23.3%
Explanation:
Expected return refers to the anticipated profit or loss of financial investment. Essentially, it's the value of the return that investors anticipate. We can find the expected return by using the formula given below
Δ
IR = 5-5% - 2% = 3.5%
Δ
IP = 6% - 4% = 2%
Formula
Expected return = Expectedreturn(previous year) + (betaIP x Δ
IP) + (betaIR x Δ
IR)
Expected return = 12% + (2.5 x 2%) + (1.8 x 3.5%)
Expected return = 23.3%
<u>Answer:</u> Option C
<u>Explanation:</u>
International expansion is a strategy where the organizations enter into global markets for the benefit of making quick profits and business development in new segments. Omega Inc can fix higher prices when their products provide a greater value to the customers in that foreign market.
In the other given situations the company cannot fix a higher price for the fitness products in foreign market. Other situations given are easily available products, low expected sales volume and low price of the competitors.
Answer:
A) PED = 1.1
B) demand is elastic
C) Danny's total revenue would decrease
Explanation:
we can calculate the price elasticity of demand using the formula:
PED = % change in quantity demanded / % change in price = [(300 - 250) / 250] / [(2.25 - 2.75) / 2.75] = (50 / 250) / (-0.5 / 2.75) = 0.2 / 0.18 = 1.1
since PED = 1.1, the demand is elastic
if the PED is the same when the price decreases from $2.25 to $1.75, total revenue will :
when price = $2.25, total revenue = $2.25 x 300 = $675
when price = $1.75, total revenue = $1.75 x 373 = $652.75
*a 22.22% decrease in the price will cause a 24.44% increase (= 22.22% x 1.1) in the quantity demanded = 300 units + (300 x 24.44%) = 373.3 ≈ 373 units