Complete question:
A. The portion of the funding that should be allocated to tax-free investments
B. The portion of the funding that should be maintained in readily accessible funds such as money market instruments
C. The customer's preference for investing via passively managed index mutual funds or via actively managed mutual funds
D. The investment philosophy and strategies employed by the fund manager of the chosen mutual fund
Answer:
The best answer is D
" The investment philosophy and strategies employed by the fund manager of the chosen mutual fund "
Explanation:
Since this person is rich and potentially in a high taxation role, the allocation of part of the assets in tax free municipal investments should be taken into consideration.
An emergency fund should always be maintained, so consideration should be given to the amount of funding allocated to money market fund investments. It should also be considered whether the customer believes in the management of passive assets or active assets.
Passive asset managers believe in the use of low-cost index funds -with the idea that nobody can do better than the market over time. Active asset managers believe that the correct "picking" of stocks enables a manager to surpass the market. The actual trading strategies employed by an active manager to achieve his results are not relevant to the portfolio construction.
Answer:
(a)
The equilibrium price is $75 per club
The equilibrium quantity is 75000 clubs
(b)
A charge a price of $50 per club. This would result in a surplus of 25000 clubs
Explanation:
Given
--- The demand function
--- The supply function
Solving (a): The equilibrium price and quantity
To do this, we equate both functions
This gives:

Collect like terms


Make P the subject

---The equilibrium price
Substitute 75 for P in 

---- The equilibrium quantity
Solving (c): When the price is changed to $50
This means that: 
The quantity demanded will be:



Subtract the equilibrium quantity from
to get the shortage/surplus


<em>Since the change is positive, then there is a surplus.</em>
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Answer
The question is incomplete; assuming that the market price is $5.
The answer will be consumer surplus decreases.
Explanation:
Consumer surplus is a measure of consumer welfare. It is measured as the difference between what customers are willing and able to pay for a good and the price they actually pay.