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son4ous [18]
3 years ago
13

MONEY Deanna and Lise are playing games at the arcade. Deanna started with $15, and the machine she is playing costs $0.75 per g

ame. Lise started with $13, and her machine costs $0.50 per game. After how many games will the two girls have the same amount of money remaining?
Business
1 answer:
goblinko [34]3 years ago
7 0

Answer:

The answer is: after 8 games

Explanation:

You can solve this problem in two ways:

                                        Deanna                        Lise

Start with                            $15                            $13

After 1 game                      $14.25                       $12.50

After 2 games                   $13.50                       $12.00

After 3 games                   $12.75                        $11.50

After 4 games                   $12.00                        $11.00

After 5 games                   $11.25                         $10.50

After 6 games                   $10.50                        $10.00

After 7 games                    $9.75                         $9.50

After 8 games                   $9.00                        $9.00

Or you can solve this equation:

= (price of arcade D - price of arcade L) / (Deanna's money - Lise's money)

= ($0.75 - $0.50) / ($15 - $13) = $0.25 / $2 = 8

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3 years ago
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Answer: 9.48%

Explanation:

Given Data

Debts ;

$7 billion

$2 billion

$13 billion

Beta of Fords stock = Beta = 1.50

Market risk premium = Rp = 8.0%

Risk free rate of interest = Rf = 4.0%

Equity rate = 1.7

Market risk rate = 0.8

Risk free rate = 0.03

Therefore;

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Preferred Stock Cost ( PSC)= Dividend ÷ stock price

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D% = 13 billion ÷ 21 billion

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E% = 6 billion ÷ 21 billion

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P% = 2 billion ÷ 21 billion

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RD = debt capital at 8% maturity rate

Tc= 30%

Rwac =(w/ preferred stock)

= Re × E% + PSC × P% + Rd ( 1- Tc) D%

Rwac = (0.166)(0.286) + (0.1333)(0.095) + (0.08)(1- 0.3)*(0.619)

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