Answer:
Equity Theory
Explanation:
Based on the information provided within the question this seems to be a clear example of Equity Theory. This theory focuses on determining if the amount of a certain reward or payment that is divided among a set of individuals is fair, and is measured by comparing the contributions that are received by each individual or that set/group. Which seems to be the case in this scenario since June feels that it is unfair that they both do the same work and she is getting paid $1 less than her co-worker.
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Answer: introduce more differentiation
Explanation: Product differentiation is a method of using various tactics to make a product stand out from the rest of the similar products sold by a competitor, in an effort to make it more appealing to its customer base. This means differentiating the product so much, that it will make it more attractive for customers to buy. This can be anything from making the product's packaging more aesthetically appealing, including some form of a bonus/gift for purchasing the product (like getting a free toy in each cereal box) etc. In the end by applying product differentiation the one company will increase the customer benefits of purchasing this product from them, hereby gaining a competitive advantage over the other company.
Answer:
The correct answer is letter "B": market value.
Explanation:
Market Value is the price of an asset that is traded or offered for sale in a public forum where multiple buyers are allowed to make offers to buy that asset. For marketable securities of publicly traded companies, the companies are required to issue periodic financial information to the public to meet a full-knowledge requirement.
Answer:
False
Explanation:
In a competitive market, if production (and consumption) continues until the marginal benefit of one more unit equals marginal cost, then total surplus is maximized.
As for any extra unit produced
Marginal Benefit > Marginal cost = Surplus
Marginal Benefit = Marginal cost = No Surplus / No loss
Marginal Benefit > Marginal cost = loss
When your Marginal benefit is maximum and Marginal cost is minimum then the surplus will be maximized.
Most efficient situation in which benefit is maximum and the cost is minimum results in maximized surplus.
911
Explanation:
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