Answer:
C. Distinctive competence
Explanation:
Distinctive competence -
It refers to the complete skill and practice , which enables to give rise to a very tough competition to the rest of the organisations , and thereby makes the particular organisation to stand out from crowd , is referred to as the distinctive competence .
The distinctive competence of a particular company or firm act as a weapon or a protective agent during their tough time .
Hence , from the given scenario of the question ,
The correct answer is C. Distinctive competence .
option D is the correct answer - $254094
<u>Explanation:</u>
<u>As per the given data in the question, the following is used to calculate the net cash from the operating activities.
</u>
<u>Net Income = 265307
</u>
Add : Depreciation = 27888
Less Increase in Account receivable = (17637)
Less Increase in Closing stock = ($28123)
Add : Prepaid Expenses ( Decrease) = 2852
Less: Decrease in Accounts payable = (4066)
Add: Loss on sale of Asset ( not Operating in nature) = 7873
Therefore, the Net cash from operating activities = $254094
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Answer:
D) It is generally more expensive to obtain than primary data.
Explanation:
A) It may not exist.
Problem. Primary data may not yet be available due to its sensitivity of the primary data.
B) It may not be relevant
Problem. Published data may not be applicable to your region. For example published data for Asia might not be applicable to Africa.
C) It may not be impartial.
Problem. Primary data used to create the secondary data might not treated all rivals equally.
D) It is generally more expensive to obtain than primary data.
Not a problem. Secondary data is not expensive as compared to primary data.
E) It may not be current.
Problem. Primary data collected might be out of date thus can not be used recent decisions as many things would have changed.
Explanation:
The portfolio weight of an asset is the total investment in that asset divided by the total portfolio value. First, we will find the portfolio value, which is:
Total value = 122($32) + 102($22) = $6,148
The portfolio weight for each stock is:
WeightA = 122($32) / $6,148 = .6350
WeightB = 102($22) / $6,148 = .3650
