The answer is B. monopolistic competition
Answer:
What is the expected dividend yield for Portman's stock today?
d. 6.40%
Suppose Portman is considering issuing 62,500 new shares at a price of $26.78 per share. If the new shares are sold to outside investors, by how much will Judy's investment in Portman Industries be diluted on a per-share basis?
a. $0.52 per share
Thus, Judy's investment will be diluted, and Judy will experience a total loss of $0.52 x 7,500 = $3,900
Explanation:
cost of equity = Re = risk free rate of return + (Beta × market premium) = 5% + (0.90 x 6%) = 10.4%
dividend in one year = $1.68 x 120% = $2.016
intrinsic stock price = $2.016 / (10.4% - 4%) = $31.50
expected dividend yield = dividend / stock price = $2.016 / $31.50 = 6.4%
Judy's loss per share = ($31.50 - $26.78) x (62,500 / 562,500) = $0.5244
The new price is $480,000 and it is reduced of a model by 25%. We can find the original price using proportions:$ x --------------------100%$480,000 ----------- 75%x : 480,000 = 100 : 7575 x = 48,000,000x = 48,000,000 : 75x = $640,000$640,000 - $480,000 = $160,000Answer: The original price was $640,000 and $160,000 can be saved.
Answer:
The first thing is to categorize target customer to either by Sex, group age.social status.etc..
econdly,it to identify preferred offer that suite each category
Thirdly ,Create different offer at different seasonal or Holiday to attract local people.
fourthly,improve the indoor design and the outlook of the premises.
Explanation:.
The best way is to Capture target customer and provide essential services that makes them ask for more
Answer:
Increase; decreasing
Explanation:
Grants are specific amounts of money given to entities by government, individuals, organizations for a specific purpose in which the entity given the money doesn't pay back.
Loans are specific amounts of money, properties and the likes given to entities in exchange for future repayment in loan value along with interest.
When there are increases in the loan and grant for college expenses, there would be an increase in the number of graduates. But an increase in the number of graduates reduces the amount available for each graduate, thus decreasing wages paid to college graduates.