In a Sweezy oligopoly, the profit-maximizing level of output occurs where mr=mc.
Paul M. Sweezy created the oligopoly's kinked demand curve in 1939. The model explains how oligopolistic groups behave rather than placing emphasis on how price-output determination occurs.
With an equilibrium output of Q units and an equilibrium price of P, the oligopolist maximizes profits by equating marginal income with marginal cost.
Due to each company's desire to maximize profits, there is frequently intense competition among them when it comes to pricing, production, and promotion.
The main distinction between a monopolist and a perfectly competitive firm is that although for a monopolist, marginal revenue is not equal to the price since changes in output quantity affect the price.
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Answer:
<em>The answer is 72,000 Meters.</em>
Explanation:
From the question given, let us recall:
Moccasin Company produces cotton shirts. =12,000
The unit quantity standard = 6 meters
The quantity used actually was = 0.50 meters per shirt
The next step is to determine the quantity of cloth that should be used for the actual output of 12,000 shirts.
Quantity of cloth that should be used
= 12,000 * 6 meters cloth per shirt
= 72,000 Meters
I can get you caught up in a lot of lies
Answer: Risk taking
Explanation:
The risk taking function is one of the most important function in the marketing as it manage all the losses and also the failure potential in the marketing.
The risk taking function includes the product development, experience of the user or consumers, distribution and the promotion in the market.
According to the given question, a manufacturer organization is uncertain about the product that whether the consumers want the product or not so that is why the organization is experiencing the risk taking function in the market.
The following are some types of risk in terms of marketing that are:
- Product risk
- Operation risk
- Price risk
- Sales risk
Answer:
Option (3) is correct.
Explanation:
Given that,
Enok, a prospective franchise owner,
Royalty payments = 8 percent of sales could be as high as $300,000 per month
Therefore, the franchiser is claiming that a franchisee can expect monthly sales to be as high as:
= $300,000 × (100 ÷ 8)
= $300,000 × 12.5
= $3,750,000
Option (3) is correct.
