The portfolio beta would simply be the summation of the
weighted average of each beta.
Where weighted average of each beta is calculated as:
Stock weighted average = Stock proportion * Individual
beta
Therefore,
Stock A beta weighted average = 0.2 * 0.4 = 0.08
Stock B beta weighted average = 0.3 * 1.2 = 0.36
Stock C beta weighted average = 0.25 * 2.5 = 0.625
Stock D beta weighted average = 0.25 * 1.75 = 0.4375
The summation of all betas yield the overall portfolio
beta:
Portfolio beta = 0.08 + 0.36 + 0.625 + 0.4375
<span>Portfolio beta = 1.5025 ~ 1.5</span>
Answer/Explanation:
Statistics educators often talk about their desired learning goals for students, and invariably, refer to outcomes such as being statistically literate, thinking statistically, and using good statistical reasoning. Despite the frequent reference to these outcomes and terms, there have been no agreed upon definitions or distinctions. Therefore, the following definitions were proposed by Garfield (2005 and have been elaborated in Garfield and Ben-Zvi (2008).
Statistical literacy is regarded as a key ability expected of citizens in information-laden societies, and is often touted as an expected outcome of schooling and as a necessary component of adults’ numeracy and literacy. Statistical literacy involves understanding and using the basic language and tools of statistics: knowing what basic statistical terms mean, understanding the use of simple statistical symbols, and recognizing and being able to interpret different representations of data (Garfield 1999; Rumsey 2002; Snell 1999)
Answer:
The level at which an individual is viewed by society is called Social Status. ... It is the measure of worth or the position that the 'person holds in society'.
Explanation:
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Answer:
True .....this is because the entrepreneur is the risk bearer of the business...he is liable for any profit/loss.
Answer:
$1,076,000
Explanation:
The computation of the carrying value of the bonds is shown below:
= Face value of the bond + unamortized bond premium
= $1,060,000 + $16,000
= $1,076,000
We simply added the face value of the bond and the unamortized bond premium so that the carrying value of the bond could come
All other information which is given is not relevant. hence, ignored it