Answer:
The reward to risk ratio for stock Y is 7.22%
The reward to risk ratio for stock Z is 5.50%
Explanation:
First and foremost, it is very important to note that the reward-to-risk ratio of a stock is the risk premium paid by the stock divided by its asset Beta.
The risk premium is calculated as stock expected return minus risk free rate
The risk premium is denoted by (rm – rrf) in Capital Asset Pricing Model of Modgiliani and Miller
For stock Y risk premium is 18.2%-5.2%=13%
For stock Z risk premium is 9.6%-5.2%=4.40%
For stock Y reward to risk ratio=13%/1.8=7.22%
For stock Z reward to risk ratio=4.40%/0.8=5.50%
Hence stock Y has a higher reward to risk ratio
Answer:
The required adjusting entry at the end of the accounting period is : A) Interest expense 4,000 Interest payable 4,000
Explanation:
Interest is Accrued from September 1 ,2004 to December 31, 2014 in the 2014 accounting period. Thus we a period of over 4 months out of the 12 months in a year.
Considering the Matching or Accrual Principle Interest will only be considered for these 4 months only (Revenues and Expenses must be recorded in the period in which they Accrue or Incur)
Calculation of the Interest expense and the Interest Payable is :
=$100,000 × 12% × 4/12
=$ 4,000
Answer:
In the context of the different leader styles, Jordan uses the participating style
Explanation:
Participative leadership also known as Democratic Leadership Style is a method of leadership that involves all team members in terms of identifying important goals as well as developing strategies and procedures to achieve the goals.
<span>Any differences in future development of monozygotic twins can be attributed only to "environmental factors".
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<span>Twins can be either monozygotic or dizygotic. monozygotic refers to the identical twins which means that they develop from one zygote, which splits and forms two embryos. And dizygotic refers to fraternal twins, which means that they develop from two different eggs. In fraternal twins, each twin is fertilized by its own sperm cell.</span>