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MArishka [77]
4 years ago
13

14 the oligopoly model that predicts that oligopoly price tend to be very rigid is the ___

Business
1 answer:
Lerok [7]4 years ago
4 0
Kinked demand

I hope that helped
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Suppose that over one range of​ prices, the absolute value of the price elasticity of demand varies from 15.0 to​ 2.5, and over
Vera_Pavlovna [14]

Answer:

In the first range of prices (with PED 15 - 2.5) as the price of the good or service falls, total revenue should increase. Imagine that a 1% reduction in price will result in a 15% increase in quantity demanded. The same happens when PED = 2.5, since a 1% reduction will increase quantity demanded by 2.5%.

e.g. price = $100, quantity demanded = 100, total revenue = $10,000

  • price falls to $99, quantity demanded increases to 115, total revenue = $11,385
  • price falls to $99, quantity demanded increases to 102.5, total revenue = $10,147.50

On the other range (PED = 1.5 - 0.75) as the price of the good or service falls, at first total revenue will increase but then it will decrease.

e.g. price = $100, quantity demanded = 100, total revenue = $10,000

  • price falls to $99, quantity demanded increases to 101.5, total revenue = $10,048.50
  • price falls to $99, quantity demanded increases to 100.75, total revenue = $9,974.25
5 0
3 years ago
Jake works in an automobile factory. Isabelle works in a nuclear power plant that generates electricity. Clint works in a factor
Jlenok [28]

Answer:

D. Troy

Explanation:

6 0
3 years ago
You are a manager for Herman Millera major manufacturer of office furniture. You recently hired an economist to work with engine
KIM [24]

Answer:

$4000  is the correct answer to the given question .

Explanation:

The marginal cost with compare to the labor can be written as

MC\ = \frac{dQ}{dL} \\MC =\frac{d\ ( 2(K)1/2(L)1/2\ )}{dL} \\\\MC=\frac{\sqrt{K} }{\sqrt{L} }

Here K=9 units  putting this value in the previous equation  we get

MC\ = \frac{\sqrt{9} }{\sqrt{L} }

MC=\frac{3}{\sqrt{L} }

We can find the value of labor by the given formula that are given below

V *MC=\ W\\400\ *\frac{3}{\sqrt{L} }\ =120\\ L=10

From the given question that are mention in question

Q = 2(K)1/2(L)1/2

Putting the value of K and L in the given equation we get

Q\ =2 * \sqrt{9} \ * \sqrt{100} \\Q\ = 60

So profit maximizing output is =$60 chairs as the chairs can be sold for  the $400 each so = $60 * $400 *10=$24000 chairs

As the competitive wage of $120 for 100 units as well as the total of $8,000 on the 9 units of capital equipment

=$20000

Therefore profit-maximizing level of output =$24000-$20000=$4000

6 0
3 years ago
When thinking about a washing machine as a system, which of the following represents the inputs? Multiple Choice the dirty cloth
Over [174]

Answer: The dirty clothes, water and detergent

Explanation: Inputs are the resources that are put into the system to attain a desired output, that may have a value to someone. The output is the final commodity that one get at the end of the system.

If we see washing machine as a system then the cleaned clothes are the output from that system. The resources that are used to get the clothes cleaned such as dirty clothes, water and detergent are the inputs.

Hence from the above we can conclude that the correct option is A.

5 0
3 years ago
The Balance Sheets at the end of each of the first two years of operations indicate the following: 2006 2005 Total current asset
alexandr402 [8]

Answer:

Return on Assets (2006) = 7.60 %

Explanation:

Return on Assets = Earnings Before Interest and Tax  ÷ Total Assets

Therefore,

Return on Assets (2006) = ($115,000 + $30,000) / ( $600,000 + $60,000 +  $900,000) × 100

                                         = $118,000 / $1,560,000 × 100

                                         = 7.60 % (one decimal place)

5 0
3 years ago
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