The formula for discounted payback period is DPP = -ln (1 –
Id/C) / ln (1+d), wherein I is the initial investment, d is the discount rate,
and C is the cash flow. Substituting values, DPP = - ln(1-((0.12)($100)/$27)) /
ln(1+0.12). Therefore, DDP is equal to 5.19 years.
She profits more each month
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:
$12.22 per share
Explanation:
The computation of the stock price one year from now is shown below;
Current EPS = Net Income ÷ Number of shares
= $95,000,000/5,500,000
= $17.2727
Now
P/E Ratio = Market Price per share ÷ Earnings per share
= $14.75 ÷ 17.2727
= 0.8539 times
Now
Revised EPS = $95,000,000 × 1.25 ÷ 8,300,000
= $14.3072
So, the Price is
= 14.3072 × 0.8539
= $12.22 per share