Marginal utility is the extra satisfaction gained from consuming one more unit of a good.
A type of production that focuses on making a large number of a few products rather than customer preferences is called mass production.
<h3>What is mass production?</h3>
Mass production is also referred to as continuous production or flow production and it can be defined as a type of production that focuses on manufacturing large quantities of a standardized product and it doesn't concern itself with customer preferences.
This ultimately implies that, mass production is mainly focused on making a large number of a few products rather than being focused on customer preferences. Also, the production is usually in a constant flow and automated by a mechanical process.
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Answer:
the scope statement; deliverables
Explanation:
"Decomposing" a project will ensure an efficient way of accomplishing the project's goal. Before doing this, it is important to know what "the scope statement" is and the "deliverables" (multiple tasks in the production).
"The scope statement" allows one to know what should be included in the decomposition. It also tells <em>when you are going to stop breaking down </em>and what tasks are to be included. Once you know this, it<em> becomes easier to decompose a projec</em>t with<u> one deliverable at a time.</u> The scope will also be further clarified.
So, this explains the answer.
Answer:
The correct answer is C: Bonus= $24000
Explanation:
The terms of a partnership agreement provide that one of the partners is to receive a salary allowance of $30,000, plus a bonus of 20 percent of income after deduction of the salary allowance.
The formula to calculate the bonus is:
Bonus=0,20*(Income-salary)
If income is $150000
Bonus= 0,20*(150000-30000)=$24000
Answer:
a) 46.7, 80 b) 20, 60 c) yes
Explanation:
a) % utilization= utilization/design capacity × 100
= 7/15 × 100
= 46.7%
% efficiency= efficiency/design capacity × 100
= 12/15 × 100
=80%
b) Utilization= 2/10 × 100 = 20%
Efficiency= 6/10 × 100= 60%
c) A system with higher efficiency ratios will always have higher utilization as these systems will have lesses number of failures
