The Jason Jax Company has the following long run production function: Q = aL^0.5 K^0.2 E^0.2
The Jason Jax company is facing:
A firm has the following production function: Q = 20L + 20K + 50
What is the scale implication of this production function?
A firm has the following production function: Q = 30L^2 + 25K^2
What is the scale implication of this production function?
Growth in number of robots (a form of capital) will increase the marginal product of labor if the production function can be characterized as a power function (Q=aL^bK^c).
True/False?
The law of diminishing marginal returns is applicable primarily to the long run production function where all inputs are variable.
True/False?
When marginal product is at its maximum, average product is also at its maximum.
True/False?
If the production elasticity for labor is greater than 1, then MP(L) < AP(L).
True/False?
We should use relatively more labor if we learn that the marginal product per dollar of labor expenditures is less than a marginal product per dollar of capital expenditures.
True/False?
If labor and capital have become more and more substitutable over time, then production isoquants have become more like right angles over time.
True/False?
The law of diminishing marginal returns states that increases in the variable input reduce the total product.
True/False?
If the labor elasticity of output is 0.65, then the anticipated increase in output for a 3% increase in labor would be approximately 1.95%.
True/False?
True, the reason for the word “approximately” is that elasticities are best interpreted for very small changes in the input. Elasticities involve first derivatives that are precise only in the limit.
•Analogous to consumer theory
•About physical relation between inputs and outputs
•What combinations of inputs lead to specific levels of outputs?
•Good for examining implications of adjusting inputs.
•Once we understand the “how stuff is made” we can better understand supply curves and how they affect markets.
•Labor, L
•Capital, K
•Land
•Energy
•Materials
•Management
•Fixed factors: inputs that a firm cannot cost-effectively change in the short run; e.g., buildings, machinery, land.
•Variable factors: inputs that a firm can adjust in the short run; e.g., labor, materials, management.
•Short run: period during which at least one factor is fixed
•Very short run: period during which all factors are fixed
•Long run: period during which the level (and type) of all factors can be adjusted.
•Scale: the level of fixed factors employed by a firm.
•Increasing marginal product (increasing returns) from underutilized capital and opportunities for specialization
•Decreasing marginal product (decreasing return) when opportunities for better use of capital and specialization are exhausted, crowding might set in.
•Law of diminishing returns: when additional units of a variable factor are combined with other fixed factors, marginal product will decline (c.f., diminishing marginal utility).
•When MP > AP, then AP is RISING
IF YOUR MARGINAL (MOST RECENT) GRADE IN THIS CLASS IS HIGHER THAN YOUR AVERAGE GRADE TO THIS POINT, THEN YOUR CLASS GRADE IS RISING
•When MP < AP, then AP is FALLING
IF THE MARGINAL WEIGHT ADDED TO A TEAM IS LESS THAN AVERAGE WEIGHT, THEN AVERAGE TEAM WEIGHT DECLINES
•When MP = AP, then AP is at its MAX
IF THE NEW HIRE IS JUST AS EFFICIENT AS THE AVERAGE EMPLOYEE, THEN AVERAGE PRODUCTIVITY DOES NOT CHANGE
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