Answer:
Target cost per unit = $3.52
Explanation:
Given:
Projected sales = $300,000 or 75,000 units
Desired profit = $36,000
Find:
Target cost per unit
Computation:
Target cost per unit = [Projected sales - Desired profit] / Total units
Target cost per unit = [$300,000 - $36,000] / 75,000
Target cost per unit = $264,000 / 75,000
Target cost per unit = $3.52
Answer:
Mexicans
Explanation:
According to the GLOBE project and Hofstede's cultural dimensions, Mexico falls under category of high power distance, whose culture is more based on collectivism. Leaders in these cultures who are successful are the ones who make decisions collectively, therefore any individual approach by these managers in an organization towards decision-making would be viewed negatively.
Answer:
2.58%
Explanation:
Mathematically, the relationship between the different interest rates using the equation is shown below:
(1+S2)^2=(1+S1)^1*(1+2y1y)
The spot rate in year 2 is the same as the spot rate in year 1 multiplied by the 1-year forward rate beginning in year 2.
S2=2-year rate =2.34%
S1=1-year rate =2.10%
2y1y=one-year interest rate 2 years from now=the unknown
(1+2.34%)^2=(1+2.10%)^1*(1+2y1y)
(1+2y1y)=(1+2.34%)^2/(1+2.10%)^1
2y1y)=(((1+2.34%)^2/(1+2.10%)^1)-1
2y1y=1.025805642-1
2y1y= 2.58%
The formula shows that borrowing or lending for 2 years at 2.34% is the same as borrowing or lending at 2.10% in year and 2.58% forward rate in year 2
Answer:
idk lol I just use this just so I can get my work done
Answer
a) Gordon's Constant Growth model : P0 = D1 / (r-g)
r = 3% =0.03
, g= -7% = -0.07
, D0 = $5.1
D1 = D0*(1+g)
D1 = 5.1*(1-0.07)
D1 = $4.743
P0 = 4.743/(0.03- (-0.07))
P0 = 4.743/0.10
P0 = $47.43
So, Stock M should sell at a price of $47.43 today
b) Price 8 years from now
==> P8 = D9/(r-g)
P8 = D0*(1+g)^9/(r-g)
P8 = 5.1* (1-0.07)^9 / (0.03- (-0.07))
P8 = 5.1*0.52041108298 / (0.03- (-0.07))
P8 = 2.65410
P8 = $26.54
c) Investor may want to buy the stock today for the Dividends. If the dividends paid are high enough, the present value of the dividends is also high and may more than compensate the fall in stock price. This type of stocks work and give cash flows like a project where the initial cashflows are higher and later cashflows are less because of market factors.
