A firm maximizes its profitability when it<u> "configures its internal operations to support the position selected by it on the efficiency frontier".</u>
In economics, profit maximization is the short run or long run process by which a firm may decide the value, information, and yield levels that prompt the best benefit.
The general guideline is that the firm maximizes profit by delivering that amount of yield where negligible income breaks even with peripheral expense. The profit maximization issue can likewise be drawn closer from the information side.
Answer:
There is a drought and very few strawberries are available. More people want the strawberries than there are berries available. The price of strawberries increases dramatically. A huge wave of new, unskilled workers come to a city and all of the workers are willing to take jobs at low wages.
Explanation:
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Answer:
PV=454.54
Explanation:
This problem can be solved applying the concept of future value, the 500 represents money in the future an the 10% is how that money is valued over time

where FV is future value, PV is the present value, i is the periodic interest rate and n is the number of periods. So applying to this particular problem we have:

solving for PV we have:
PV=454.54
Answer:
A. AD curve shifts rightward, increasing real GDP and raising the price level.
Explanation:
Federal funds rate can be defined as the interest rates bank charge other banks on loans of reserves and it is a monetary policy instrument.
If the Fed lowers the federal funds rate, eventually the Aggregate Demand (AD) curve shifts rightward, increasing real Gross Domestic Products (GDP) and raising the price level.
However, raising the federal funds rate, eventually causes the
Aggregate Demand (AD) curve to shift leftward and real Gross Domestic Products (GDP) decreases.
Answer:
c. $110,000
Explanation:
The computation of profit (loss) from Option One is shown below:-
Profit (loss) from Option One = Sold unit × (Cut the price - Variable cost) - Fixed cost
= 15,000 × ($70 - $56) - $100,000
= 15,000 × $14 - $100,000
= $210,000 - $100,000
= $110,000
Therefore for computing the profit (loss) from Option One we simply applied the above formula.