Exam #2 (WS 6) Flashcards
The production Possibilities Frontier (curve) for peanuts and soybeans grown in the southern US:
a. Is based on the production function for all soybeans and peanuts grow in the US
b. Is based on the production functions for peanuts and soybeans in the southern states
c. Is based on the prices of soybeans and peanuts
d. None of the above
b.
An isorevenue line depicts all combinations of two products:
a. That have the same price
b. With the same marginal rate of substitution
c. That can be sold for the same total revenue
d. None of the other three answers
c.
The Production Possibilities Frontier (curve) represents all possible combinations of two products:
a. That can be produced with the same set of resources
b. For which the opportunity costs are equal
c. That are supplementary in relationship
d. That will yield the same total revenues
a.
Movement along a Production Possibilities Frontier (curve) are an indication of:
a. The change in efficient production levels
b. None of the other three answers
c. All points of equal marginal rates of substitution
d. Opportunity cost between production and two inputs
a.
The Marginal Rate of Product Substitution (MRPS) tells a manager:
a. The amount by which one output must be reduced when another output is increased for a given set of resources
b. The amount by which the opportunity costs of one product will decline with a given set of resources
c. The amount of output possible for all given sets of resources available
d. None of the other three answers
a.
To maximize profits for a given level of resources, the firm will:
a. Go to the highest isocost line possible
b. Go to the highest PPF possible
c. Go to the highest isorevenue line possible
d. Go to the highest isoquant possible
c.
For the optimal output decisions in the competitive case, the revenue-maximization criterion is based on:
a. The price of inputs
b. The marginal rate of product substitution
c. The Production Possibilities Frontier (curve)
d. The Marginal Rate of Product Substitution (MRPS) and product price ratio
d.
For a farm producing two crops and operating on the Production Possibilities Frontier (curve) where revenue is maximized, a reduction in the price of one crop will:
a. Shift the Production Possibilities Frontier (curve) inward
b. Shift the isorevenue line outward
c. Increase the costs of production
d. None of the other answers
d.
For all regions of the US that produce both corn and soybeans:
a. The Production Possibilities Frontier (curve) are the same
b. The Marginal Rate of Production Substitution (MRPS) between corn and soybeans is equal
c. None of the other three answers
d. The revenue-maximization points will be identical
c.
The PPF is:
a. Concave to the origin
b. Convex to the origin
c. None of the other three answers
d. Of constant slope
a.
For a farm producing two crops and operating on the Production Possibilities Frontier (curve) where revenue is maximized, a change in the price of a third output will:
a. Shift the Production Possibilities Frontier (curve) inward
b. Shift the isorevenue line outward
c. None of the other three answers
d. Increase the costs of production
c.
The opportunity cost of a resource tells a manager:
a. The amount by which one output must be reduced when another output is increased for a given set of resources
b. The amount by which the fixed costs of one product will decline with a given set of resources
c. The amount of output possible for all the given set of resources available
d. None of the other three answers
d.
The isorevenue line is:
a. Concave to the origin
b. Convex to the origin
c. None of the other three answers
d. Of constant slope
d.
For all nations that produce both beef and pork:
a. The Production Possibilities Frontier (curve) is the same
b. The marginal rates of product substitution between beef and pork are equal
c. The revenue-maximization points will be identical
d. None of the other three answers
c.
In the equation: Y1, Y2 = (./ A, K, L, M)
a. Land is fixed
b. Land is variable
c. Output is fixed
d. Capital is variable
a.
Which equation best represents a Production Possibilities Frontier?
a. Y = f( A/ K, L, M)
b. Y = f( A, K/ L, M)
c. Y1, Y2 = f(./ A, K, L, M)
d. Y = f( A, K, L, M)
c.
In the graph of a Production Possibilities Frontier, there are:
a. Inputs on both axes
b. Input on the x-axis, and output on the y-axis
c. Outputs on both axes
d. Output on the x-axis, and input on the y-axis
c.
A Production Possibilities Frontier is:
a. All combinations of two inputs that produce the same level of output
b. All combinations of two outputs that produce the same level of input
c. All combinations of two inputs that can be purchased at the same cost
d. All combinations of two outputs that can be produced with fixed inputs
d.
A Production Possibilities Frontier demonstrates that:
a. a large number of combinations of inputs can produce the same level output
b. a large number of output combinations can be produced with the same level of inputs
c. costs of production remain constant at all levels of output
d. revenues remain constant at all levels of output
b.
A point located inside the PPF is:
a. efficient and attainable
b. not efficient, but attainable
c. efficient, but not attainable
d. neither efficient nor attainable
b.