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Q. A solar cell manufacturing company uses pull method to supply lenses for an assembly line. Management's demand requires 500 lenses per day. Containers typically wait 0.5 days in a holding area. Each container holds 50 lenses. One container requires 2 days in fabrication time. Setup times are negligible. If policy variable for unforeseen circumstances is 10 %, how many containers should management authorize for lens replenishmentsystem?
What are monopolist's profit maximizing output and price. What is resulting deadweight loss relative to competitive outcome. Suppose government levies a specific tax of $5 per dose on monopolist.
Utilize the sticky-income theory of cumulative provide to explain illustrate what will take place to o/p also the price level play in this adjustment
The data-plotting tool will automatically connect the points with a line.
Why these former employees faced difficulties because the market for their very technical skills was declining. These workers were.
xplains with aid of a diagram, effect that such legislation will have/has had on equilibrium price and quantity of labour employed. Also illustrate what can be done to alleviate/remedy any problem that may rise from above laws.
Write an algebraic formula that gives Mr. Midas' demand for bonds. Illustrate what is the sum of his demand for money and his demand for bonds.
For the product is charging the most favorable price
If David's only illness this year results in an appendectomy, explain how many days will he choose to stay in the hospital
compute the price elasticity of demand between successive points. Which price maximizes publisher's revenues. Calculate and explain.
In 2002, a well known conglomerate that produces a multitude of noncompeting customer products instituted a corporate wide initiative to encourage the managers of its many divisions to share consumer demographic info.
Illustrate what would happen to the total employment, the size of the labor force, and the unemployment rate? Show the results graphically.
Illustrate what is GreatReception's profit when producing at the profit-maximizing output. calculator will refresh to its initial values.
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