Answer:
66.7%
Explanation:
Given that,
Design capacity = 6 furnaces per day
Effective capacity = 5 furnaces per day
Efficiency ratio if it repairs an average of 4 furnaces per day:
= (Actual capacity ÷ Possible capacity) × 100
= (4 per day ÷ 6 per day) × 100
= 0.667 × 100
= 66.7%
Therefore, the efficiency ratio is 66.7 percent.
Answer:
d. not selected option d copyright
Since Drea is facing an ethical dilemma and she wants to have the best option to her ethical dilemma, for the second step, she wouls have to: Identify feasible options. Option b.
<h3>What is an ethical dilemma?</h3>
In philosophy, ethical dilemmas—also known as ethical paradoxes or moral dilemmas—arise when an agent must choose between two competing moral obligations, none of which takes precedence. A definition that is similarly comparable describes ethical situations as ones where there is no right decision to be made.
An ethical problem, also known as a moral problem or ethical paradox, arises when a person must choose between two possibilities, none of which are wholly ethically acceptable.
An ethical conflict is an opposition between two morally righteous actions. A disagreement exists between two values or principles. The problem is that by choosing one correct action, you will invalidate the other right course because you would be acting both rightly and wrongly at the same moment.
Read more on ethical dilemma here: brainly.com/question/3838938
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Answer:
NPV = $28020.99
so he accept the this project as NPV value is positive
Explanation:
given data
CF 0 = $80000
CF 1 = $40000
CF 2 = $40000
CF 3 = $30000
CF 4 = $30000
discount rate r = 12%
solution
we get here Net present value (NPV) of the project that is total sum of the current value of all flow that is express as
NPV = 
...........................1
put here value and we get
NPV = 
solve it we get
NPV = - 80000 + 35714.29 + 31887.76 + 21353.41 + 19065.54
NPV = $28020.99
so he accept the this project as NPV value is positive
Answer:
WACC (CAPM) 5.2%
WACC (ICAPM) 5.03%
Explanation:
The weighted average cost of capital is
Ke * E/ E+D + Kd * (1 -t) D / E+D
Ke = Rf + (Rm - Rf) * 
Ke (CAPM) = 3.50% + (8% - 3.50%) * 1.12
Ke (CAPM) = 7.532%
Kd (CAPM) = Kd (1-t)
Kd (CAPM) = 7.60 (1-39%)
Kd (CAPM) = 4.636%
WACC (ICAPM) : 7.532 * 20% + 4.636 * 80%
WACC (CAPM) = 5.2164%
Ke (ICAPM) = 3.50% + (8% - 3.50%) * 0.86
Ke (ICAPM) = 6.596%
Kd (ICAPM) = Kd (1-t)
Kd (ICAPM) = 7.60 (1-39%)
Kd (ICAPM) = 4.636%
WACC (ICAPM) : 6.596 * 20% + 4.636 * 80%
WACC (CAPM) = 5.03%
