A marketing mix consists of the four variables product, place, promotion, and price
Answer:
Horizon value = $883
so correct option is e. $883
Explanation:
given data
FCF is expected = $50 million
time = 5 year
CF growth rate = 6% = 0.06
average cost of capital = 12% = 0.12
to find out
the horizon value
solution
we know that FCF at year 6 is here
FCF at year 6 = principal ( 1 + rate )
FCF at year 6 = 50 × (1 + 6%)
FCF at year 6 = 53 million
and
Horizon value will be here
Horizon value =
Horizon value =
Horizon value = 883.33
Horizon value = $883
so correct option is e. $883
If workers in one part of the labor market unionize, then all else equal, we would expect the wages of unionized workers to <u>rise</u>, and the wages of nonunionized workers to <u>fall</u>.
In developing countries, labor markets play a central role in determining economic and social progress. Employment status is one of the key factors in overcoming poverty. Ultimately, a decent, well-paid, and stable job is the most sustainable way to increase income and consumption.
Almost everything that happens in the economy affects the labor market. Changes in demand for goods and services, population size, and minimum wage rates can all have significant effects on the labor market. The economic change will probably have the greatest impact on the labor market as a whole.
Learn more about the labor market here: brainly.com/question/25715806
#SPJ4
Answer:
forgo interest = $30
interest = $75
Explanation:
given data
annual interest = 2%
current balance = $4,500
borrow = $1,500
annual interest rate = 5 percent
to find out
how much interest would she forgo and how much will she pay in interest
solution
first we get here Forgo interest that is here
forgo interest = withdrawal amount × interest rate ..........................1
put here value we get
forgo interest = $1500 × 2%
forgo interest = $30
and
now w get here pay in interest that is
interest = amount borrow × interest rate ..........................2
put here value we get
interest = $1500 × 5%
interest = $75