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CMD Asset Management has the following fee structure for clients in its equity f

ID: 2625108 • Letter: C

Question

CMD Asset Management has the following fee structure for clients in its equity fund:

1.00% of first $5 million invested

0.75% of next $5 million invested

0.60% of next $10 million invested

0.40% above $20 million

a. Calculate the annual dollar fees paid by Client 1, who has $27 million under management, and Client 2, who has $97 million under management.

b. Calculate the fees paid by both clients as a percentage of their assets under management.

c. What is the economic rationale for a fee schedule that declines (in percentage terms) with increases in assets under management?

Explanation / Answer

Fee structure

Client 1

Client 2

Answer

Investment Slab

Fee

Investment Slab

Fee

1.00% of first $5 million invested

5000000

50000

5000000

50000

0.75% of next $5 million invested

5000000

37500

5000000

37500

0.60% of next $10 million invested

10000000

60000

10000000

60000

0.40% above $20 million

7000000

28000

77000000

308000

a

Fee payable

175500

455500

Investment

27000000

97000000

b

fee as percentage of investment (Fee*100/Investment)

0.65

0.47

Answer c:

From Investor point of view every time investor increase the investment money he taken larges risk and discount on fee may be a premium for larger risk taken by him.

Discount in fee may be a affective tool for inducing the investor to invest more.

The more money, circulated as investment gives higher return to the Assets Management Company and thats why company offer discount in fee for every increase in investment

Fee structure

Client 1

Client 2

Answer

Investment Slab

Fee

Investment Slab

Fee

1.00% of first $5 million invested

5000000

50000

5000000

50000

0.75% of next $5 million invested

5000000

37500

5000000

37500

0.60% of next $10 million invested

10000000

60000

10000000

60000

0.40% above $20 million

7000000

28000

77000000

308000

a

Fee payable

175500

455500

Investment

27000000

97000000

b

fee as percentage of investment (Fee*100/Investment)

0.65

0.47