Answer:
The more you sell the more you will earn :)
Explanation:
The answer to your question is "Oligopolies."
An oligopoly is a market form where a market is controlled by a few large sellers or businesses. The type of market is going to effect the price in one of two ways. The first possibility is that the few businesses will work together, or collude, in order to establish higher than normal prices. The second possibility is that there will be fierce competition between the few sellers, which will result in a high level of competition and lower prices.
Recreation resorts are not only the ones to offer the sports and other recreation activities as there are other resorts as well to provide with such facility.
<h3>What are recreation resorts?</h3>
Recreation resorts refers to those resorts which facilitates us with receration activities such as running, dancing, swiming, mediatation, walking, short term sports etc.
There are other resorts such as hills stations, beach resort, luxury resort, economy resort etc.
Thus similar kind of activities are provided in other resorts as well with there unique features.
Learn more about resorts here:
brainly.com/question/19582915
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Answer:
The required return is 7.92%
Explanation:
Required return is defined as the minimum return which the investor expects to accomplish through investing in the project.
The required return would be computed as:
Required return = Dividend paid each year / Selling price per share
where
Dividend paid each year is $6,40
Selling price per share amounts to 480.80 per share
Putting the values above:
Required return = $6.40 / $80.80
Required return = 7.92%
Answer:
Overapplied overhead= $7,575 overapplied
Explanation:
<u>First, we need to allocate overhead costs based on actual hours: </u>
<u></u>
Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base
Allocated MOH= 31.25*4,780
Allocated MOH= $149,375
<u>Now, the over/under allocation:</u>
Under/over applied overhead= real overhead - allocated overhead
Under/over applied overhead= 141,800 - 149,375
Overapplied overhead= $7,575 overapplied
