What is Constant Returns to scale
What is Constant Returns to scale?
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Firms cannot keep increasing returns to scale indefinitely after the first stage; therefore, firm enters a stage while total output tends to increase at a rate that is equal to the rate of increase in inputs. Such stage comes in to operation while the economies of large scale production are neutralized through the diseconomies of huge scale operation.
As the labor market within a purely competitive economy is into equilibrium: (1) the marginal benefits by unemployment exceed unemployment compensation. (2) the marginal benefits and marginal costs from employment are equal. (3) econo
A profit-maximizing competitive firm hiring by a competitive labor market will be within equilibrium where is: (w) MPP = MRC. (x) w = MRC. (y) VMP = MPP. (z) VMP = w. Hey friends please give your o
The supply of labor within a perfectly competitive market is: (w) an upward sloping curve. (x) a horizontal line. (y) above the MRC. (z) below the MRC. Hello guys I want your advice. Please recommend some views for
All else identical, a competitive firm will demand more labor when: (w) technological advances lead to automation. (x) the price of the firm’s output rises. (y) more firms enter the industry. (z) competing firms offer their workers more training
When both supply and demand for a good reduce, this is certain that: (w) market price will rise. (x) equilibrium quantity will reduce. (y) quality of the good will decline. (z) level of consumer satisfaction will increase. I need a
Explain the meaning of Elasticity?
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Concavity (or bowed-out shapes) in production possibilities frontiers is described least fine by: (i) The law of diminishing returns. (ii) Resources being unevenly suited for various forms of production. (iii) Rising opportunity costs. (iv) Non-neutra
The theory which the economic rent on agricultural land depends upon how much extra production is gained relative to the production which could be realized on land not rather worth cultivating is attributable to: (1) Johann H. von Thünen. (2) Ada
identify two goods consumed by the majority of the neighborhood communities. Qn. establish the equilibrium of the consumers of the two goods
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