Answer:
The verbs in these sentences are:
1. is
2. needs
3. wants
4. buys
5. feel
6. recommend
7. has
8. makes
9. uses
10. shows
Explanation:
Verb is a word in a sentence which describes an action of a person. It is the word which gives understanding about the task performance in a sentence. The verb can be single or multiple in a single sentence. The choice of verb is dependent on the noun. There are 4 forms of verb which are used in a sentence.
Answer:
$265,150
Explanation:
Cost of material purchases in July
= 256,550 × 60/100
= 256,550×0.6
= 153,930
Cost of purchases in August
= 278,050×40/100
= 278,050×0.4
= 111,220
Total cash disbursement
= 111,220+153,930
= $265,150
In introducing the opportunity cost of time into the theory of consumer behavior, we find that, all else equal one should consume less of time-intensive goods.
Opportunity cost of time is actual cost of the time lost in performing one activity instead of another. In other words it is the loss of the time done in choosing an opportunity between the two.
One should consume less time intensive goods because it will save more time.
Theory of consumer behavior is the study of how the people decide to spend their money in the given choices to them according to the budget constraints and individual preferences.
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Answer: consumer needs, political and legal structures, and social norms vary by country.
Explanation:
It should be noted that different countries have different customer needs, values and social norms with regards to how business is done.
Therefore, it's vital for any company that's moving into the international market to always have this in mind and therefore should be sensitive to these needs in order to achieve its goals.
Answer:
Max: 
Subject to:



Explanation:
Given
Let:


Required
Formulate a linear optimization model
<u>Constraints for time:</u>
For the general assembly (hours), we have the following parameters:


So, the expression is:
--- (1)
For the electronic assembly (hours), we have the following parameters:


So, the expression is:
--- (2)
Solving further [Time available]:


So, (1) and (2) becomes:


<u>Constraints for selling:</u>
--- at most
-- at most
The above can be represented as:
<u>Earnings contribution:</u>


The objective function to be maximized can then be modelled as:
