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maw [93]
3 years ago
6

A project with an initial investment of $438,500 will generate equal annual cash flows over its 9-year life. The project has a r

equired return of 8 percent. What is the minimum annual cash flow required to accept the project
Business
1 answer:
motikmotik3 years ago
7 0

Answer:

$70 194.95

Explanation:

The computation of the minimal annual cash flow needed for accepting the project is shown below:

As we know that

Present value of annuity = Annuity × [1 - (1 + interest rate)^ - time period] ÷ rate

$438,500 = Annuity × [1 - (1.08)^ - 9] ÷ 0.08

$438,500 = Annuity × 6.246887911

So,

Annuity = $438,500 ÷ 6.246887911

= $70 194.95

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Colgate-Palmolive Company has just paid an annual dividend of . Analysts are predicting dividends to grow by per year over the n
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The amount of $97.85 is the price that​ dividend-discount model predict that Colgate stock should sell for​ today

<u>Given Information</u>

Current dividend (D0) = $1.59

   

Dividend payments for next five years includes:

D1 = 1.59 +0.18

D1 = 1.77

   

D2 = 1.77 +0.18

D2 = 1.95

D3 = 1.95 +0.18

D3 = 2.13

D4 = 2.13 +0.18

D4 =2.31

D5 = 2.31 +0.18

D5 =2.49

Year  Cash Flow         PVF at 8.1%        Present value

1            1.77                0.92506938        1.637372803    

2           1.95                0.855753358      1.668719048

3           2.13                0.791631229        1.686174517    

4           2.31                0.73231381           1.691644901    

5           2.49               0.677441082        <u>1.686828295</u>

Present value of Dividends                   <u>8.3707</u>

PV of remaining dividends in 5 year = D5 x (1+g)/(Ke-g))      

PV of remaining dividends in 5 year = 2.49(1+0.061)/(0.081-0.061)    

PV of remaining dividends in 5 year = $132.0945

Given that g=6.1%, ke=8.1%      

PV of remaining dividends in year = 0 = PV of the remaining dividends in year 5* 1/(1+0.081)^5

= 132.0945 * 1/(1+0.081)^5    

= $89.48624      

As per dividend-discount model, Colgate stock should sell for​ today = PV of Dividends till 5th year + PV of Remaining Dividend at t=0

= $89.48624 + $8.3707    

= $97.8531

= $97.85

Hence, the amount of $97.85 is the price that​ dividend-discount model predict that Colgate stock should sell for​ today.

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