Answer:
$0.40 ; $1 and $71.43%
Explanation:
The computation is shown below:
Excess cost is
= Unit cost - Salvage Value
= $1 - $0.60
= $0.40
The shortage cost is
= Selling value - unit cost
= $2 - $1
= $1
And, the optimal service level is
= Shortage cost ÷ (Shortage cost + excess cost)
= $1 ÷ $1.60
= 71.43%
Basically we applied the above formulas
People can be tough sometimes. I generally bounce back from tough conversations well, but occasionally find it difficult to be resilient. I disagree.
<h3>What is Emotional resilience?</h3>
This is known as the ability of a person to recover quickly from any kind of bad news or traumas as a result of illness or misfortune.
If a person can bounce back from tough conversations, it means they are strong and despite any point or issue thrown at them, they can withstand and be tough in that situation.
learn more about resilient from
brainly.com/question/911437
Them selfs they are in charge of them self if they do something alligal its there falt you can't force some one to do this or that bethis or be that it is the choice whitch is could economic choice
A. only volume (cm³) is the independent variable
B. both volume (cm³) and mass (grams) are independent variable
C. not enough information
D. the slope of the trend line
E. only mass (grams) is the independent variable
Author Peter Schwartz in his book "The Art of the Long View" referred to scenarios, when identifying the process of building stories that could happen and following an important step for companies.
<h3 /><h3>What is the purpose of the book?</h3>
The author creates a scenario approach to assist in the development of the strategic vision, through the analysis of possibilities that help to create a broad and systematic vision in the decision-making process.
Therefore, the strategic vision is essential for every organization, as it helps in making more effective decisions to deal with different situations and inherent risks of the internal and external environment, making the business more positioned and competitive in the market.
Find out more about strategic vision here:
brainly.com/question/24967768