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Savatey [412]
3 years ago
8

You own a portfolio of two stocks, A and B. Stock A is valued at $84,650 and has an expected return of 10.6 percent. Stock B has

an expected return of 6.4 percent. What is the expected return on the portfolio if the portfolio value is $97,500?
Business
1 answer:
Maslowich3 years ago
6 0

Answer:

10.05%

Explanation:

A portfolio contain two stocks A and B

The value of stock A is $84,650

The expected return of stock A is 10.6%

= 10.6/100

= 0.106

The expected return of stock B is 6.4%

= 6.4/100

= 0.064

The portfolio value is $97,500

The first step is to calculate the value of stock B

Value of B= $97,500-$84,650

= $12,850

Therefore the expected return can be calculated as follows

Expected return= value of stock A/portfolio value×expected return of stock A + value of stock B/portfolio value×expected return of stock B

=$84,650/$97,500×0.106+$12,850/$97,500×0.064

= 0.8682×0.106+0.1318×0.064

= 0.09202+0.008435

= 0.10045×100

= 10.05%

Hence the expected return on the portfolio value of $97,500 is 10.05%

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Answer:

A.$12,000

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C.MRPL/PL = 3

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Explanation:

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$66,000 - $54,000 = $12,000

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b) Marginal revenue product of capital is

( 62000 - 54000)= $8000

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Therefore Since these two ratios are not equal it means the firm is not using the least cost combination of inputs.

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Answer:

65%

Explanation:

Given that

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3 years ago
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Answer:

sensitivity

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Solar Solutions, a U.S.-based company, is planning to expand operations to a foreign country. Considering the factors that make
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A country that US-based company Solar Solutions should consider entering and expanding its business is one that has democratic institutions and a market-based economic system.

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It corresponds to a strategy adopted by companies that wish to expand their business to other countries based on an economic opportunity that increases competitiveness and profitability in the market.

Therefore, a democratic country based on the free market would be the ideal option for a company to go global to produce and sell its products and services more widely and based on the economic laws of supply and demand.

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Answer:

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Explanation:

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attached below is a  detailed table

7 0
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