Answer:
The answer is "Option b".
Explanation:
In this scenario, the second option, which would be the percentage within each transaction that's also interest instead of the full amount, would've been lower if the rate of interest were lower because interest-related transactions would have been higher at lower rates and conversely, as opposed to the main refunds.
Answer: Polycentric approach
Explanation:
A polycentric staffing policy is a form of staffing policy whereby the nationals of the host countries will be recruited and employed to helps manage the subsidiaries that are in their own country while the nationals of the parent countries will have to occupy th key positions that are available at th corporate headquarters.
This is the kind of approach that is used by Mexico-based Rodriguez Engineering Corporations in the question.
Assuming the total amount of gasoline purchased is 12 million barrels per day. The percentage change in the quantity demanded is: 50%.
<h3>Percentage change in the quantity demanded</h3>
Using this formula
Percentage change in quantity demanded= (Total amount of gasoline purchased- total amount of gasoline purchased in united states)/ Total amount of gasoline purchased in united states×100
Let plug in the formula
Percentage change in quantity demanded=(12 - 8) / 8
Percentage change in quantity demanded =4/8×100
Percentage change in quantity demanded=50%
Inconclusion the percentage change in the quantity demanded is: 50%.
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Answer: Internet.
Explanation:
The internet is the fastest way a business can advertise it's products to a global audience. The internet is a wireless interconnection of computers across the Earth, where communication is made easier and information is shared.
Based on the information given the portfolio weights for a portfolio are:
Stock A 0.6187; Stock B 0.3815.
First step
Shares Price per share Total value
Stock A 145 $47 6,815
Stock B 200 $21 4,200
Total 11,015
Second step
Portfolio weights
Stock A [ 6,815 / 11,015 ] 0.6187
Stock B [ 4,200 / 11,015 ] 0.3813
Inconclusion the portfolio weights for a portfolio are: Stock A 0.6187; Stock B 0.3815.
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