Answer: Option B
Explanation: Economic efficiency refers to a situation when all the resources that exist in an economy are allocated in such a way that all the individuals and entities in the economy is getting the maximum utility out of them.
In an efficient economy the surplus of both consumer and supplier are maximum and any increase or decrease in resource allocation will only result in harm of the economy.
Hence from the above we can conclude that the correct option is B.
Answer:
B) Investing Activities
Explanation:
Investing activities deal with cash transactions involving movement of items of Property, Plant and Equipment. These transactions include purchase costs and sale proceeds of assets.
Answer:
An important issue to address because the new ratio suggests the product sales of these strategically important products has slowed significantly.
Explanation:
Since in the question it is mentioned that the inventory turnover ratio would be decreased from 6 to 2 so here this means that the new ratio would be significant for that products who has fall significantly as there is a more inventory as compared with the sales of the company
Also the inventory turnover ratio represents the problem that show the fall in the sales & overstocking
Answer:
Business activity monitoring called uses to make decisions about the operation of the business?
key performance indicators
Explanation:
Business monitoring is a key performance indicator which helps to grow any business entity, it improves the business in such a way that lapses would be discovered and be totally corrected.
The beta of the new investment must be 1.098.
We need to use the concept of weighted averages to solve this problem.
We find the ratios of the dollar value of existing to the total new portfolio and additional investments to the total new portfolio and find the weights.
We then find the product of the beta of the existing portfolio and its respective weight calculated in the earlier step, with the given data.
We derive the product of the additional investment and beta by subtracting the answer from the earlier step from the new portfolio's beta (1.15).
Then we work backwards to arrive at the the beta for the additional investment.