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GrogVix [38]
3 years ago
9

Your aunt wants to retire and has $375,000. She expects to live for another 25 years, and she also expects to earn 7.5% on her i

nvested funds. How much could she withdraw at the beginning of each of the next 25 years and end up with zero in the account
Business
1 answer:
steposvetlana [31]3 years ago
3 0

Answer:

$33,641.50

Explanation:

The computation of the amount withdrawn for the year is shown below:

As we know that

Present value = Annual withdrawals × Present value of annuity factor (7.5%,25)  

$375,000 = Annual withdrawals × 11.14694586

So, annual withdrawals is

= $375,000 ÷ 11.14694586

= $33,641.50

We simply applied the above formula so that the annual withdrawn could come

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Answer:

 1st Plan Earning per Share $  1.80

2nd Plan Earning per Share $ 2.30

<em>The Second Plan provides better earnings per share.</em>

Explanation:

1st Plan:

Income before Interest and taxes 1,008,000

Bonds Payable Interest:              <u>     (144,000)  </u>

Income before taxes                        864,000

Income tax expense                     <u>   (345,600)  </u>

Net Income                                        518,400

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Earing per share:

518,400 / 288,000 = $1.80

2nd Plan:

Income before Interest and taxes 1,008,000

Bonds Payable Interest:              <u>      (72,000)  </u>

Income before taxes                        936,000

Income tax expense                     <u>   (374,400)  </u>

Net Income                                        561,600

Preferred Shares Dividends            (120,000)

Available for common stock            441,600

<u>Quantity of preferred Stock:</u>

$1,200,000 / $10 =120,000 shares

Dividends on Preferred Shares:

120,000 x $1 = 120,000

<u>Quantity of Common Stock:</u>

$ 960,000 / $5 = 192,000

Earing per share:

441,600 / 192,000 = $2.30

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Answer:

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Answer:

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