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Irina-Kira [14]
4 years ago
15

MGM Resorts Incorporated is expected to grow at an exceptionally high rate over the next 2 years due to the success of Macau cas

ino. Growth in dividends is expected to be 20% for the next 2 years before reverted back to a constant rate of 4% that is expected to continue indefinitely. If MGM Resorts’ paid a $1.20 dividend yesterday (D0=$1.20) and the stock is valued according to a required rate of return of 14%, what is the value of a share of MGM Resorts stock today?
Business
1 answer:
Burka [1]4 years ago
6 0

Answer:

The value of a share of MGM Resorts stock today will be $16.42

Explanation:

In order to calculate the value of a share of MGM Resorts stock today we would have to calculate the following steps:

Step-1, Dividend for the next 2 years

Dividend per share in Year 0 (D0) = $1.20 per share

Dividend per share in Year 1 (D1) = $1.4400 per share [$1.20 x 120%]

Dividend per share in Year 2 (D2) = $1.7280 per share [$1.4400 x 120%]

Step-2, Share Price in Year 2

Dividend Growth Rate after Year 2 (g) = 4.00% per year

Required Rate of Return (Ke) = 14.00%

Share Price in Year 2 (P2) = D2(1 + g) / (Ke – g)

= $1.7280(1 + 0.04) / (0.14 – 0.04)

= $1.7971 / 0.10

= $17.97 per share

Step-3, The Current Stock Price

As per Dividend Discount Model, Current Stock Price the aggregate of the Present Value of the future dividend payments and the present value the share price in year 2

Year      Cash flow ($)        PVF at 14.00%           Present Value of cash flows ($)

                                                                             [Cash flows x PVF]

1            1.4400                   0.877193                           1.26

2           1.7280                  0.769468                          1.33

2            17.97                   0.769468                          13.83

TOTAL   16.42

Hence, the value of a share of MGM Resorts stock today will be $16.42

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Answer:

A) Oversubscribed

Explanation:

An IPO is described as oversubscribed when the demand for the shares on offer exceeds the stock available. The interest in the IPO by investors is very high that the shares on offer cannot meet the demand. The degree of the over-subscription is expressed by a  multiple. For example, Company XYZ shares are oversubscribed two times.

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Answer:

1. The purchase of equipment for cash is  recorded as a debit to Equipment and a  credit to Accounts Payable.

Net income: N

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cost of goods sold = purchases - inventory, even if the company uses a perpetual inventory system, not recording the purchase of inventory will result in an understatement of COGS.

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Net income: O (revenues are recognized when they occur, not when the cash is collected)

Total assets: N

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Net income: U (when you fail to record a sale, net income is understated)

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4 0
3 years ago
Three years ago, Kuley invested $32,200. In 2 years from today, he expects to have $50,300. If Kuley expects to earn the same an
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Answer:

8.17 years(closest to 8 years )

Explanation:

The future value of $50,300, would be accumulated after 5 years of having made the investment(3 years+2 years=5 years)

As a result, we can determine the annual rate of return based on the future value in year 5 using the future value formula below:

FV=PV*(1+r)^n

FV=future value=$50,300

PV=amount invested initially=$32,200

r=unknown=annual rate of return

n=5 years

$50,300=$32,200*(1+r)^5

$50,300/$32,200=(1+r)^5

$50,300/$32,200 can be rewritten as ($50,300/$32,200)^1

($50,300/$32,200)^1=(1+r)^5

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($50,300/$32,200)^(1/5)=1+r

r=($50,300/$32,200)^(1/5)-1

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Our next task is to determine how long( in years) it takes to accumulate a future value of $87,200 from today's point, which means we need to determine the value of the investment today( 3 years after making the investment)

FV=$32,200*(1+9.33%)^3

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$87,200=$42,079.82*(1+9.33%)^n

n=number of years=unknown

$87,200/$42,079.82=(1+9.33%)^n

$87,200/$42,079.82=1.0933^n

take log of both sides

ln ($87,200/$42,079.82)=n ln(1.0933)

n=ln ($87,200/$42,079.82)/ln(1.0933)

n=0.72863604/0.08920065

n=8.17 years( from today, approx 8 years)

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