Answer:
There are at least 2 opportunity costs associated with of letting your colleague have another month:
- if you invested in the oil-well venture, you could have earned $5,100 x 36% = $1,836 in one year
- if you invested in the new IT stock, you could have earned $5,100 x 48% = $2,448 in one year
You could invest in one of these options, or divide your money and invest in both options, e.g. invest $2,000 in the oil company and $3,000 in the IT company. Each different investment proportion results in a different opportunity cost.
Explanation:
Opportunity costs are the benefits lost or extra costs associated to carrying out an investment or activity instead of another alternative. Sometimes you might have several opportunity costs for one investment, e.g. invest in the IT company which is risky, invest in corporate bonds which is less risky or invest in US securities which is a safe investment.
Explanation:
Provide an outline of the material and how it will be presented.
is the correct answer .
hope it is helpful to you☺️☺️☺️
Answer:
The correct answer is: oligopoly.
Explanation:
A market structure where there are only a few firms is called an oligopoly market. These firms can be producing either identical products or differentiated products.
Because of few firms, there is a high degree of competition in the market. The firms are price makers and face a downward sloping curve.
There is interdependence in the market such that the economic decisions of a firm affects the price, profits and output level of its rivals. So the firms have to consider the reaction of its rivals before making an economic decision.
Answer:
0.68
Explanation:
A portfolio consists of an investment of $7,500
The amount of common stock is 20
The portfolio beta is 0.65
Suppose one of the stock in the portfolio is sold with a beta of 1.0 for $7,500
The proceeds realized is then used to purchase another stock with a beta of 1.50
The first step is the to calculate the change in beta
Change in beta= 1.50-1
= 0.5
The next step is to divide the change in beta by the number of common stock
= 0.5/20
= 0.025
Therefore, the new beta can be calculated as follows
= 0.65+0.025
= 0.68
Hence the new portfolio's beta is 0.68