In an independent marketing channel, several independent members each attempt to satisfy their own objectives and maximize their profits, often at the expense of the other members.
<h3>What is marketing channel ?</h3>
A marketing channel can be described as the channel that consist people, organizations, and activities necessary to transfer the ownership of goods from the point of production to consumption.
It shoul;d be noted that this can be seen as the way products get to the end-user, the consumer; and is also known as a distribution channel.
Therefore, option B is correct.
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Answer:
Contribution per unit of scare resource (in hour) = $24 per hour
Explanation:
The question falls under the limiting factor analysis
<em>When a business is faced with a problem of shortage of a resource which can be used to produced more than one product type, to maximize the use of the resource , the business should allocate it for production purpose in such a way that </em><em>it maximizes the contribution per unit of the scare resource.</em>
Therefore Santario Company should allocate the machine hours to maximize the contribution per unit of machine hour.
Contribution per unit of scare resource is determine as follows:
Contribution per unit of scare resource for Model K-3
Contribution per unit of Model K-3 = $6
Machine time per unit = 15 minutes
<em>Contribution per unit of scare resource in minutes</em>
=Contribution per unit/Machine time per unit
= 46/15 minutes
= $0.4 per minute
Contribution per unit of scare resource (in hour)
$0.4 per minutes× 60
= $24 per hour
Answer:
C) both anonymous and confidential
Explanation:
- As the student-run, the new paper and ask other students to visit a link firm the new paper and respond to those questions and the responses for only those questions were recorded.
- This indicates that the newspaper survey is anonymous and confidential as the ant student can fill the survey and the information that is confidential as none outside the newspaper has access to those responses.
Answer:
because you spend 1k or more