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kirza4 [7]
3 years ago
13

The risk premium for exposure to aluminum commodity prices is 4%, and the firm has a beta relative to aluminum commodity prices

of .6. The risk premium for exposure
to GDP changes is 6%, and the firm has a beta relative to GDP of 1.2. If the risk-free rate is 4%, what is the expected return on this stock?
A.14.4 percent
B.10.0 percent
C.13.6 percent
D.11.5 percent Please show work
Business
1 answer:
Kitty [74]3 years ago
6 0

Answer:

C.13.6 percent

Explanation:

         GDP   Market   STOCK      

ER    7,2% 2,4% 13,6% Expected Return of Investment    Rf                                  4,00% Risk-Free Rate    

Bi      1,2     0,6     1,0     Beta of the Investment    

(Erm-Rf) 6,00% 4,00% 9,60% Market Risk Premium    

It's necessary to calculate how much impact each item has with the corresponding Beta in the stock  

Then, to know the impact of exposure to the Aluminum market, we have to multiply the risk premium of 4% by the beta of 0,6  

Then, to know the impact of the exposure to GDP, we do the same procedure, we multiply the risk premium of GDP by the beta of 1,2.    

With these calculations we reach how much of the return on this stock corresponds to the market and then we add 4% of risk free.  

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2 years ago
Larry Bar opened a frame shop and completed these transactions: 1. Larry started the shop by investing $40,000 cash and equipmen
Alla [95]

Answer:

($39,700)

Explanation:

Cash outflows:

($40,000) exchanged for common stock.

($1,200) used to pay salaries.

Cash inflows:

$1,500 received from a sale

So we have  a negative 41,200 representing cash outflows, and only $1,500 in cash inflows (we are not told if the $200 billed were already received so I will leave them out). Making a simple arithmetic operation, we obtain the answer:

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6 0
3 years ago
You purchased six TJH call option contracts with a strike price of $40 when the option was quoted at $1.30. The option expires t
jek_recluse [69]

Answer:

Profit = $0.60

Explanation:

Call option is an option to buy by paying a call premium. The option is exercised when current market price is more than the strike price. In this case, the strike price is $40 and the premium is $1.30, whereas the current market price is $41.90. The option buyer can exercise the contract by purchase the stock at lower price and sell at current market price to gain return. The gain will be calculated as:

Value = Current Price - Strike Price

Value = 41.90 - 40

Value = 1.90

To calculate the profit, we needs to subtract premium cost from value:

Profit = Value - Call Premium

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Profit = $0.60

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3 years ago
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