Answer:
The current price of Hubbard's common stock is <u>$25.50</u>.
Explanation:
This can be calculated using the Gordon growth model (GGM) formula that assumes growth is dividend will be constant as follows:
P = D1/(r - g) ............................ (1)
Where,
P = Current stock price = ?
D1 = Next dividend = D0 * (1 + g) = $1.50 * (1 + 2%) = $1.53
r = required return = 8%, or 0.08
g = growth rate = 2%, or 0.02
Substituting the values into equation (1), we have:
P = $1.53 / (0.08 - 0.02) = $25.50
Therefore, the current price of Hubbard's common stock is <u>$25.50</u>.
Answer:
A. 2 years
B. 86.96
C. 16.46%
Explanation:
Payback period calculates the amount of time taken to recoup the initial investment made on a project.
The net present value substracts the present value of tax adjusted cash flows from the amount invested in the project.
Using the financial calculator to find the NPV:
Cash flow for year 0 = -500
Cash flow for year 1 = 300
Cash flow for year 2 = 200
Cash flow for year 3 = 150
Interest rate = 6%
NPV = $86.96
Internal rate of return is the discount rate that equates the tax adjusted cash flows from a project to the original amount invested.
Using the financial calculator to find the NPV:
Cash flow for year 0 = -500
Cash flow for year 1 = 300
Cash flow for year 2 = 200
Cash flow for year 3 = 150
Interest rate = 6%
IRR = 16.46%
Answer:
the correct answer is
A) make the part, as this would save $14 per unit
Answer: NOne of the above. Or C Place of employement
Explanation: