Answer:
Reduce production
Explanation:
Profit is maximised where marginal revenue equals marginal cost. Because marginal cost is greater than marginal revenue, Kimberly should reduce production unit the point where marginal cost equals $27.
Marginal cost is the increase in cost as a result of increasing production by one unit.
Marginal revenue is the increase in revenue as a result of selling one extra unit of a product.
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Hope this answers your question :D
BTW this is my first answer
Answer:
Me I would find out everything I need to know I would check to see what’s there Star are see how many complain and how long they been open ETC
Explanation:
Answer:
The correct answer is inject cash into it.
Explanation:
Every day, central banks lend money to private banks through auctions. The extraordinary thing about these new liquidity injections starring the European Central Bank or the US Federal Reserve is not so much the operation itself, as the situation in which they occur.
In this case, problems arise when, due to distrust, banks do not lend money to each other, operations that are common when the system is working properly.
With extraordinary placements, the central entities replace that lack of funds that private banks have not been able to obtain from their partners and, at the same time, at a cheaper price - at a lower interest rate.
Selective optimization with compensation theory states that successful aging is related to three main factors: selection, optimization, and compensation.
<h3>What is selective optimization with compensation theory?</h3>
Selective Optimization With Compensation theory is a theory that refers to a person's lifespan model of psychological and behavioral management.
The lifespan model explains how individuals adapt to changes related to their human development and age-related gains and losses.
Thus, selective optimization with compensation theory states that successful aging is related to three main factors: selection, optimization, and compensation.
Learn more about the three main factors of Selective Optimization with Compensation Theory at brainly.com/question/7227453
