Answer:
The firm should increase output and reduce price
Explanation:
For a monopolist, there can be one of the following three scenarios at a time point in time:
Scenario one, MR = MC: For a monopolist, profit is maximized at the point where marginal revenue (MR) is equal to to marginal cost (MC), i.e. where MR = MC.
Scenario two, MR < MC: But when the MR < MC, it indicates that the monopolist is currently producing a higher quantity of output and it is not maximizing profit. In order to maximize profit, the monopolist has to reduce output until MR = MC.
Scenario three , MR > MC: But when the MR > MC, it indicates that the monopolist is currently producing a lower quantity of output and it is not maximizing profit. In order to maximize profit, the monopolist has to increase output until MR = MC. Also, the monopolist has to reduce price in order to sell the increased quantity of output.
From the question, the monopolist falls into scenerio three as MR > MC, i.e. $45 > $35. Therefore, the monopolist should increase output until MR = MC and reduce price in order to maximize profit.
Answer:
D. $285,000
Explanation:
When a company is acquired by another company, the parent company (the new owner) must report the assets at fair market value - amortization.
FV = $300,000
amortizable value = $100,000
depreciation for 3 years (2017, 2018 and 2019) = ($100,000 / 20) x 3 = 415,000
reported value = $300,000 - $15,000 = $285,000
<span>The laffer curve makes the point that cutting a very high marginal tax rate can raise the tax base enough so that tax revenues actually rise. The Laffer Curve is a theory that was developed by Arthur Laffer. The theory explains the relationship between tax rates and how much tax revue the government creates. </span>
Answer:
0.6
Explanation:
Data provided :
Mean = 100
Standard deviation = 20
Salvage value of the tree = $ 0
Actual cost of the tree = $ 20
Selling cost of the trees = $ 50
Now, the cost of shortage = Selling cost - actual cost = $ 50 - $ 20 = $ 30
and the outrage cost = actual cost = $ 20
Now,
the service level is calculated as:
service level = 
on substituting the value, we get
service level = 
or
Service level = 0.6
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