Answer:
C. 11.05%
Explanation:
The computation of the cost of capital under the proposed leveraging is shown below;
cost of capital is
=Debt÷ value of leverged firm × ((unlevered cost of capital × (1 - tax rate))
=800 ÷ 1600 × ((13% + (13%) × (1 - 30%)))
= 11.0500%
hence, the cost of capital is 11.05%
Drug Abuse Resistance Education (D.A.R.E.) is a police officer-led arrangement of classroom exercises that shows kids (normally in rudimentary or center school) how to remain tranquilize free and oppose peer weight.
According to Rosenbaum and Hanson (1998), D.A.R.E has no critical in general effect on utilizing cigarettes or liquor
They concluded that, Given the tremendous uses in time and cash required with D.A.R.E., no doubt proceeded with endeavors should center around different systems and projects that may deliver more significant impacts.
Answer: (D) Industry convergence
Explanation:
The industry convergence is basically representing the fundamental growth in an organization and it basically helps in defining the various types of industries boundaries according to the business principle.
The industry convergence is the way for applying the knowledge by using the various types of technology related application in the industry.
According to the given question, the emergence of the smartphones industry with the different types of given application best illustrating the industry convergence concept.
Therefore, Option (D) is correct answer.
The business executives were further complicating a situation that was even that complicated to begin with. Tribal elder or not, the business executives were informed that the man was a tribal elder, thus following through with the gift giving customs. This type of act walks hand and hand with the philosophy behind sending something a card. This act should be seen as an act of respect and continued growth, nothing more. This gift should not have been foreseen as an unethical compromise of any <span>kind, but rather a token of appreciation.
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<span>the invention of graphical Web browsing.</span>
