Answera dnd Explanation:
A. The incentive conflict in principal-agent relationship as it concerns venture capitalism is conflict between venture capitalists who are the principals and the managers of the business investment who are the agents. The conflict is that venture capitalists are put to increase value of their investment and make profit while salaried managers are only out to feel their pockets through their managerial role in the company as they do not have an interest in the company and are unaffected by the loss or failure of the company. This is known as the principal agent moral hazard issue in venture capitalism
B. By managers maintaining some ownership in the company, there us reduced conflict as managers now see a reason to make sure company succeeds since they have an interest
Venture capitalists aim to have a seat in the board to make sure managers do not take bad decisions since they are able to veto such decisions
Answer: 41.90%
Explanation:
First calculate the risk free rate:
Required return = risk free rate + beta * (Market return - risk free rate)
28.95% = rf + 1.85 * (18% - rf)
28.95% = rf + 33.3% - 1.85rf
28.95% = -0.85rf + 33.3%
0.85rf = 33.3% - 28.95%
rf = 4.35%/0.85
rf = 5.12%
New required return;
Required return = risk free rate + beta * (Market return - risk free rate)
= 5.12% + 1.85 * (25% - 5.12%)
= 41.90%
Answer: Polycentric approach
Explanation:
A polycentric staffing policy is a form of staffing policy whereby the nationals of the host countries will be recruited and employed to helps manage the subsidiaries that are in their own country while the nationals of the parent countries will have to occupy th key positions that are available at th corporate headquarters.
This is the kind of approach that is used by Mexico-based Rodriguez Engineering Corporations in the question.
Answer:
Purchases= 17,200 pounds
Explanation:
Giving the following information:
Production in units:
Month 1= 16,000 units
Month 2= 22,000 units
One pound of materials is required for each finished unit.
The inventory of materials at the end of each month should equal 20% of the following month's production needs.
Beginning inventory= 3,200 lbs.
To calculate the direct material required, we need to use the following formula:
Purchases= production + desired ending inventory - beginning inventory
Purchases= 16,000 + 22,000*0.2 - 3,200
Purchases= 17,200 pounds
