A perfectly competitive market helps ensure that the products produced are the goods that consumers want demonstrates the concept of allocative efficiency.
<span>Allocative efficiency defines a state of the economy in which production represents consumer preferences and it is a characteristic of an efficient market.
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Convenience products like Coke are available almost everywhere in the United States. Thus, Coke uses intensive distribution, which is related to the strategy of making the product available at many different retailers.
This is a marketing strategy widely used by companies that supply non-durable consumer goods, which are those that are consumed quickly, such as food, beverages and medications.
Therefore, non-durable goods such as Coke need to be replenished quickly, justifying the company's intensive distribution strategy, which makes its products easily available to consumers, increasing its profitability and positioning.
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<span>The answer is price. The price of a good conveys about its
relative scarcity or abundancy. If the price is high, the good is scare meaning
you can gain money by selling extra of it, and you can save money by buying a
lesser amount of it. If you act according to your self-interest, selling more
and buying less of that costly good, the scarcity of that good will be toned-down.
If the price of a good is low, you can exhilarated to do the contrary, thus removing
any excess of the good in the market. </span>
Answer:
The correct answer is letter "A": nonequivalent group.
Explanation:
While conducting studies, nonequivalent groups are those where the target audience is not selected randomly. Instead, the participants are chosen generating another group represented by all those individuals who match the research criteria but, because of a reason, were not selected.
<em>There are different types of nonequivalent groups such as posttest only nonequivalent groups or pretest-posttest nonequivalent groups, for instance.</em>
Assuming the costs are normally distributed, then Z = (X-mu)/sigma
For piano Z= (3000-4000)/2500 = -0.4
For guitar Z= (550-500)/200 = 0.25
For drums set Z= (600-700)/100 = -1
Drums set < Piano < Guitar
Drums cost is lowest when compared to the instruments of same type
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Guitar cost is highest when compared to the instruments of same type.
