Answer:
The correct option is Dana might be indifferent between C, A, and B.
Explanation:
Note: See the attached photo for the indifference curve showing points A, B and C.
The answer can be explained using an indifference curve.
An indifference curve is a graph that depicts the combination of two commodities that provide equal satisfaction or utility to the consumer. A consumer is indifferent between the two commodities at each point on an indifference curve because all points on the curve provide him with the same level of satisfaction or utility.
In the attached photo, bundles A, B and C are plotted as points on the same indifference curve (IC). Since points A, B and C are on the same IC, it therefore implies that Dana might be indifferent between C, A, and B.
Therefore, the correct option is Dana might be indifferent between C, A, and B.
Answer:
a. 45%
Explanation:
The sum of total probabilities is always equal to 1. Since in the given question only three probabilities are given, so the sum of these three probabilities shall be 1 which is represented as follows by the equation:
probability of boom+probability of normal+probability of recession=1
In the given question:
probability of boom=30%
probability of recession=25%
30%+probability of normal+25%=1
Probability of normal=1-25%-30%=45%
So based on the above calculations, the answer shall be a. 45%
Profit maximization can be achieved by a competitive corporation by choosing a quantity of output such that marginal revenue equals marginal cost.
<h3>How does a corporation maximize its profit?</h3>
A corporation maximizes income via way of means of operating wherein marginal revenue equals marginal price. The corporation chooses quantity in order for that rate to equal marginal value so that it can maximize its profit.
Therefore, When the marginal revenue for an aggressive corporation equals the market rate, the firm maximizes its profit.
learn more about profit maximization here:
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Answer:
increase productivity in office setting
Answer:
The answer is lose-lose
Explanation:
In a lose-lose approach, one's actions hurt oneself as much as they do their opponent.