Answer:
Beta= 1.26
Explanation:
<u>First, we will calculate the proportion of the portfolio of each security:</u>
Security A= 600/1,000= 0.6
Security B= 400/1,000= 0.4
<u>Now, the beta of the portfolio:</u>
Beta= (proportion of investment A*beta A) + (proportion of investment B*beta B)
Beta= (0.6*1.5) + (0.4*0.9)
Beta= 1.26
The answer would be the stockholders w=equity minus
Answer:
This posting should be a minimum of one short paragraph and a maximum of two paragraphs. Word totals for this post should be in the 100–200-word range. Whether you agree or disagree, explain why with supporting evidence and concepts from the readings or a related experience. Include a reference, link, or citation when appropriate.
Answer: D) Favorable Unfavorable
Explanation:
To begin, it is worthy of note that in Variance, if something is said to be Favourable, it means a negative Variance because less resources than planned were spent. When it is Unfavourable, it means a positive balance variance.
Now, The formula for Labour Rate Variance is as follows,
LABOUR RATE VARIANCE=(ACTUAL RATE-STANDARD RATE)*ACTUAL HOURS WORKED
Seeing as the old workers were being paid $18, and the new office ones were paid $10, we can see that to be the actual rate was less than the standard rate. This would mean that there was a FAVOURABLE balance.
Labour Efficiency is calculated in a similar way,
LABOUR EFFICIENCY VARIANCE=(ACTUAL HOURS WORKED-STANDARD HOURS)*STANDARD RATE.
Now, these are Office workers not assemblyline workers. They do not have the experience to work in such a way that they produce as fast or as efficiently as their striking Assemblyline colleagues.
This would then mean that their actual hours will be MORE than the standard rate which can only lead to an UNFAVOURABLE BALANCE.
