Answer:
B. What is the most effective allocation?
Explanation:
Economics is the social study of how society allocates its limited resources to meet the unlimited need of its members. It involves the distribution of scarce resources to various sections of the community to meet different wants. Economist's primary concern is the efficient use of the available resources to achieve maximum benefits.
Economics will involve making decisions on the use of available resources. Economists will calculate the opportunity cost in every situation before making a decision. The purpose of finding the opportunity costs to determine the most effective ways of allocating resources.
The answer to the given question is "INTENSIVE" distribution.
When creative pen company designed a new, ergonomically-friendly pen, they wanted to, literally, get in the hands of as many consumers as possible. The creative pen will likely choose an "INTENSIVE" distribution.
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: The answer is Yes. This is because you have a choice to accept or decline.
Answer:
Our answer is E 114,420
Explanation:
Production budget:
Jan Feb Mar
Budgeted sales units 40000 37000 34000
Add: Ending inventory 12950 11900
Total requirement 52950 48900
Less: Beginning inventory 14000 12950
Budgeted production units 38950 35950
Purchase budget of Box:
Jan Feb
Budgeted production 38950 35950
Bx required per unit 3 3
Total requirement of Boxes 116850 107850
Add: Ending inventory 21570
Total boxes needed 138420
Less: Beginning inventory 24000
Budgeted Purchase boxes 114420
Answer is E. 114420
