Answer:
Yes, Stock A has higher dividend yield
Explanation:
given data
market risk premium = 6.0%
risk-free rate = 6.4%
A B
Beta 1.10 0.90
Constant growth rate 7 % 7%
to find out
does stock A has higher dividend yield than Stock B
solution
we get here Stock A rA = 6.4% + 1.1 × 6%
Stock A rA = 13.00%
and
Dividend yield of stock A = rA - g
Dividend yield of stock A = 13.00% - 7%
Dividend yield of stock A = 6%
and
for Stock B rB = 6.4%+ .9 × 6%
Stock B rB = 11.80%
and
Dividend yield of stock B = rA - g
Dividend yield of stock B = 11.80% - 7%
Dividend yield of stock B = 4.80%
so we can say Yes, Stock A has higher dividend yield
Project manager in a functional matrix had more lesser influence over one in a dedicated project team because:
- the dedicated team allows a formal authority over the participants
- the dedicated team offers a greater access to influence currencies than the project manager in a functional matrix.
<h3>Who is a Project manager?</h3>
A Project manager is a manager with the responsibiltiy of planning, organizing and directing the completion of specific projects for such organization.
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In conclusion, in a functional matrix, the manager sdoes compensate for their lack of formal authority by exercising informal influence through the use of relationships and personal <em>currencies.</em>
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Read more about Project manager
<em>brainly.com/question/6500846</em>
Answer:
He could take deep breaths and then respond nonjudgmentally
Explanation:
From the question, we are informed about Billy who has received a mediocre evaluation for the second year in a row. He knows that he has made improvements, but his supervisor just does not seem to notice or in Billy’s opinion, care. Billy likes his job and wants to keep it. He listens to what his supervisor says and then his supervisor asks Billy to prepare a written response. Before Billy leaves the room to prepare the response, In this case should he respond to his supervisor by taking deep breaths and then respond non-judgmentally when addressing is supervisor.
Spacing, color, and contrast <span />
Answer:
$3,675
Explanation:
Calculation to determine the amount of the annual interest tax shield
Using this formula
Annual interest tax shield=Outstanding face value*Coupon rate*Tax rate
Let plug in the formula
Annual interest tax shield = $250,000 *.07 *.21
Annual interest tax shield= $3,675
Therefore the amount of the annual interest tax shield is $3,675