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标题: 2008 CFA Level 1 - Sample 样题(2)-Q60 [打印本页]

作者: mayanfang1    时间: 2008-5-27 15:45     标题: 2008 CFA Level 1 - Sample 样题(2)-Q60

60When a risk-free asset is combined with a portfolio of risky assets, will the:

 

 

standard deviation of the
resulting portfolio be a linear
function of the standard deviation
of the risky asset portfolio?

graph of the possible portfolio return
and risk combinations display
increasing incremental return per unit
of incremental risk change?

A.

No

No

B.

No

Yes

C.

Yes

No

D.

Yes

Yes

A. Answer A

B. Answer B

C. Answer C

D. Answer D

[此贴子已经被作者于2008-11-7 14:10:25编辑过]


作者: mayanfang1    时间: 2008-5-27 15:47     标题: 答案和回复详解可见

60When a risk-free asset is combined with a portfolio of risky assets, will the:

 

standard deviation of the
resulting portfolio be a linear
function of the standard deviation
of the risky asset portfolio?

graph of the possible portfolio return
and risk combinations display
increasing incremental return per unit
of incremental risk change?

A.

No

No

B.

No

Yes

C.

Yes

No

D.

Yes

Yes

A. Answer A

B. Answer B

C. Answer C

D. Answer D


Correct answer = C

"An Introduction to Asset Pricing Models," Frank K. Reilly and Keith C. Brown
2008 Modular Level I, Vol. 4, pp. 256-257
Study Session 12-51-a
explain the capital market theory, including its underlying assumptions, and explain the effect on expected returns, the standard deviation of returns, and possible risk/return combinations when a risk-free asset is combined with a portfolio of risky assets
The variance of a portfolio consisting of a risky asset and a risky portfolio is
σ2 port =
w2 RF σ2 RF + (1 - wRF)2 σ2i + 2wRF (1 - wRF) rRFI  σRF  σi
Because the variance of the risk-free asset is zero, σ2
RF = 0, the equation simplifies to
σ2 port  = (1 -
wRF)2 σ2i
The standard deviation is σ port = (1 -
wRF) σi. Thus the standard deviation of the portfolio is a linear function of the standard deviation of the risky asset portfolio.
The resulting graph of possible portfolio return and risk combinations is also linear, meaning that it will display constant, not increasing, incremental return per unit of incremental risk change.  

 


作者: fatiger    时间: 2008-5-29 06:04

K
作者: isaisaisa    时间: 2008-5-31 23:44

b
作者: leeh    时间: 2008-6-3 17:35

up
作者: oleander    时间: 2008-6-5 04:09

c
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作者: investor06    时间: 2008-10-20 21:08


作者: maxsimax    时间: 2008-10-21 23:35

ty
作者: 0669    时间: 2008-10-23 17:32

[em01]
作者: elea0930    时间: 2008-11-2 13:29

c
作者: slkly    时间: 2008-11-17 14:17

[em01][em02]
作者: spring66    时间: 2008-11-18 10:43     标题: g

g
作者: wocaohorse    时间: 2008-11-21 08:40

c
作者: cafeciao    时间: 2008-11-23 18:25

[em01]
作者: tancynthia    时间: 2008-11-27 12:20

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作者: wotanzheng    时间: 2008-12-2 18:28

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作者: magiceden    时间: 2008-12-2 18:32

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作者: miyaH    时间: 2008-12-4 12:28

z
作者: mm2008    时间: 2008-12-5 09:36

xx
作者: kankanbaba    时间: 2009-2-1 07:02

d
作者: jasperdong    时间: 2009-2-11 16:03

deviation
作者: johnheman    时间: 2009-2-21 11:55

ok
作者: eca01yj    时间: 2009-5-7 19:35

a
作者: percy    时间: 2009-5-8 14:20

3

作者: Eglinton    时间: 2010-2-7 09:10

 tx
作者: lemoncoco99    时间: 2010-2-23 06:41     标题: thanks

 thanks
作者: xxjj564    时间: 2011-2-23 14:25

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