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Stages of Production

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Submitted By nancyalbadry
Words 405
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1. Office building maintenance plans call for the stripping, waxing, and buffing of ceramic floor tiles?
This work is often contracted out to office maintenance firms, and both technology and labor requirements are very basic. Supply and demand conditions in this perfectly competitive service market in New York are:

QS = 2P - 20
(Supply)

QD = 80 - 2P
(Demand)

where Q is thousands of hours of floor reconditioning per month, and P is the price per hour.

Determine the market equilibrium price/output combination algebraically and graphically.

For the graph, use prices: 10, 20,30,40,50, 60, 70,70,80,90

and Quantities: 5, 10, and 15,20,25,30,35,40,45

1. A. Algebraically determination of equilibrium price and output combination. First, we know at the equilibrium point, quantity demanded equal quantity supplied. So we have to solve for equilibrium price and quantity by setting Qs=Qd.
2P-20=80-2P.
4P = 100
P = 25
Second, solve for Q by plugging P into either equation
ƐQS=2(25)-20=50-20=30 ԑQd=80-2(25) =80-50=30
Q=30
The equilibrium Price and Quantity are $25/hr and 30,000 hours per month
B. Demand and supply schedule for the given prices. I just plug in the given prices to the equation.
Price ԑQd ɛQs
10 60 0
20 40 20
30 20 40
40 0 60
50 -20 80
60 -40 100
70 -60 120
80 -80 140
90 -100 160
Now, I plot those points on a graph, See attached graph on B refer Excel attachment and you'll see the lines intersect at P=25 and Q=30. The figure below shows a firm in a perfectly competitive market;

a. The firm will go out of business at the point below the out point where average variation cost AVC and Marginal cost MC

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