Answer:
It will take 1 year and 307 days to cover the initial investment.
Explanation:
Giving the following information:
Initial investment= $6,900
Cash flows:
Cf1= $4,200
Cf2= $5,100
Cf3= $6,300
Cf4= $5,500
Discount rate= 15%
<u>The payback period is the time required to cover the initial investment. We need to discount each cash flow.</u>
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Year 1= 4,200/1.15 - 6,900= -3,247.83
Year 2= 5,100/1.15^2 - 3,247.83= 608.50
<u>To be more accurate:</u>
(3,247.83 / 3,856.33)*365= 307 days
It will take 1 year and 307 days to cover the initial investment.
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Answer:
Price of the stock today = $82.35
Explanation:
Note: See the attached file for the calculation of present values for year 1 to 8 dividends.
From the attached excel file, we have:
Previous year dividend in year 1 = Dividend just paid = $2.50
Total of dividends from year 1 to year 8 = $23.46345631521910
Year 8 dividend = 8.77863318950395
Therefore, we have:
Year 9 dividend = Year 8 dividend * (100% + Dividend growth rate in year 9) = 8.77863318950395 * (100% + 7%) = 9.39313751276923
Price at year 8 = Year 9 dividend / (Rate of return - Perpetual dividend growth rate) = 9.39313751276923 / (13% - 7%) = $156.552291879487
PV of price at year 8 = Price at year 8 / (100% + Required return)^Number of years = $156.552291879487 / (100% + 13%)^8 = $58.88868846568915
Price of the stock today = Total of dividends from year 1 to year 8 + PV of price at year 8 = $23.46345631521910 + $58.88868846568915 = $82.35
