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Leya [2.2K]
1 year ago
14

With respect to hedge fund investing, the net return to an investor in a fund of funds would be lower than that earned from an i

ndividual hedge fund because of: a. Both the extra layer of fees and the higher liquidity offered. b. No reason; funds of funds earn returns that are equal to those of individual hedge funds. c. The extra layer of fees only.
Business
1 answer:
Alenkasestr [34]1 year ago
6 0

(c)Regarding hedge fund investment, the extra layer of fees is the sole reason why the net return to an investor in a fund of funds (FOF) would be lower than that obtained from a single hedge fund.

Small investors who seek to gain better exposure with fewer risks than investing directly in securities—or even in individual funds—typically turn to FOFs. Investor receives skilled wealth management services and knowledge when they invest in a FOF.

Hedge funds pool the money of investors and make investments to generate a profit. Compared to mutual funds, for instance, hedge funds often offer more flexible investing methods.

To learn more about Hedge funds, Click here:

brainly.com/question/28900925

#SPJ4

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State and city governments have promoted facilities where new businesses can open up shop and share common services such as secr
denis-greek [22]

Answer:

Incubators

Explanation:

In north american context the incubators refers to small places for business provided on low rent.

Basically in the given context, the space for new shops for businesses is given by state and city government, this clearly states that because of involvement of government the prices of such place would be really low as compare to private rental spaces.

This provides that because of this facility incubators will grow.

6 0
3 years ago
What kind of education do you need to be a construction engineer technology?
Sliva [168]
You would have to earn an <span>Associate of Applied Science (AAS) degree or an advanced technical certificate. </span>
4 0
3 years ago
How we identify it’s a business?
Alekssandra [29.7K]

Answer:

when it involves two or more buyers buyers and sellers

3 0
2 years ago
Read 2 more answers
Phillippe invested $1,000 ten years ago and expected to have $1,800 today. He has not added or withdrawn any money from this acc
weqwewe [10]

Answer:

d) He earned a lower interest rate than he expected

Explanation:

Data provided in the question

Invested amount ten years ago = $1,000

Expected amount = $1,800

Today amount = $1,680

Based on the above information,

Since the bond is based on the floating rate not the fixed rate that results in the value of the investment to $1,800

And, the today amount is $1,680 i.e. less than the expected amount so the internet rate should be less as compared with the expected rate

hence, correct option is d.

8 0
2 years ago
Two investment advisers are comparing performance. One averaged a 19% return and the other a 16% return. However, the beta for t
finlep [7]

Answer: Adviser B is the superior stock selector.

Explanation:

For the comparision between the two investment advisers, the Jenson's Alpha will be utilized.

Jenson's Alpha:

= Portfolio Actual Return - CAPM(Benchmark Portfolio Return)

T Bill Rate(Risk free rate) = 6%

Market return(E(Em) = 14%

Beta of Investment Adviser A = 1.5

Beta of Investment Adviser B = 1

For Adviser A:

CAPM = Risk free return + Beta ( E(Rm) - Risk free return)

CAPM(Benchmark Portfolio) = 6 + 1.5 (14-6)

= 6 + 12

= 18%

Actual Return = 19%

Jenson's Alpha = 19% - 18% = 1%

For Adviser B:

CAPM = Risk free return + Beta ( E(Rm) - Risk free return)

CAPM(Benchmark Portfolio) = 6 + 1(14-6) = 6 + 1(8) = 14%

Actual Return = 16%

Jenson's Alpha = 16% - 14% = 2%

Adviser B is a better selector because he has a larger alpha of 2% compared to Adviser A who has 1%.

T Bill Rate(Risk free rate) = 3%

Market return(E(Rm) = 15%

Beta of Investment Adviser A = 1.5

Beta of Investment Adviser B = 1

For Adviser A:

CAPM = Risk free return + Beta ( E(Rm) - Risk free return)

CAPM(Benchmark Portfolio) = 3 + 1.5 (15-3)

= 3 + 18

= 21%

Actual Return = 19%

Jenson's Alpha = 19% - 21% = -2%

For Adviser B:

CAPM = Risk free return + Beta ( E(Rm) - Risk free return)

CAPM(Benchmark Portfolio) = 3 + 1(15-3) = 3 + 1(12) = 15%

Actual Return = 16%

Jenson's Alpha = 16% - 15% = 1%

Given the changes, Adviser B is still the better selector because he has a larger alpha of 1% compared to Adviser A who has -2%.

7 0
2 years ago
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