Agricultural Economics Exam 2 – Flashcards
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a process by which resources are transformed into products and services that are usable by consumers
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production
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a factor that can be used to produce a product that can satisfy a human want or desire
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resource
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humans who are responsible for decision making, includes entrepreneurial functions of risk bearing, organizing resources, and resource decision choice
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management
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the physical or tangible resources used to aid or enhance production
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capital
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all the physical characteristics of trust input to yield a product including the soil and the natural environment it is contained within
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land
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the physical act or effort of performing a task by humans
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labor
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the particular set or combination of resources (inputs) used to produce a given level of product (output)
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production function
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when the output doubles when all inputs are doubled
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constant returns
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output increases at a faster rate than the rate of increase in the input
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convex area on the TPP graph
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output increases at a slower rate than the rate of an increase in input
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concave area on the TPP graph
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as successive amounts of variable input are combined with a fixed input in a production process, the TPP will increase, reach a maximum and decline
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law of diminishing returns
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an amount added to total physical product when another unit of the variable input is added
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Marginal physical product
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∆Y/∆X or ∆TPP/∆X1
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Marginal physical product equation
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how productive the variable input is on average
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Average physical product
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Y/x1
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Average physical product equation
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MPP is maximized
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where TPP curve switched from convex shape to concave shape is where...
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MPP=APP
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the rational state of production stage II begins where...
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MPP=APP
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APP is maximized where
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MPP=0
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the end of stage II of production and the beginning of stage III is where
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MPP=0
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TPP is maximized where...
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APP is still increasing throughout the stage
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stage one is irrational because
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MPP < 0 and you generate less output from adding additional amounts of input
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stage III is considered irrational because
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the monetary worth of output produced by the different amounts of the input used
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Total Value Product
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TVP = TPP × Py (where py is the price of the output)
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TVP equation
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Average value of output per unit of input at each level of use of that input
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Average Value Product
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AVP= TVP/X1 = APP × Py
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AVP equation
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the additional value of output produced by each additional amount of the input
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Marginal value product
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MVP = ∆TVP/∆X1 = MPP × Py
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MVP equation
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the amount added to total cost when one more unit of the variable input is used
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Marginal Factor Cost
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MFCx1 = Px1 (where Px1 is the price per unit of the variable input)
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MFC equation
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where one more unit of the variable input adds to the revenue just what it costs, MVP = MFC
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the optimum level of production is reached
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total revenue - total cost
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net revenue
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TVP
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total revenue
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MFC × quantity of input x
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total cost
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the MVP is closest to the MFC without being less than the MFC
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when calculating optimal level of inputs from a table of fixed input levels, the optimal input level occurs where...
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find the new production point where MVP=MFC=Px1a
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if the price of the input increases to PX1a then we simply
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changing one variable input while holding all other inputs constant affected the level of output produced and net revenue generated
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factor production relationship
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graphical representation of the 2 variable input production function
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as the TPP curve was the graphical representation of the one variable input production function the isoquant is the
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a curve that shows all combinations of the two variable inputs that can be used to produce a given quantity of output
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isoquant
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the technical relationship that occurs when one input can be substituted for another in production while yielding the same level of output
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resource substitution
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a form of resource substitution where one input can be exactly substituted for another in production
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perfect substitute
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a form of resource substitution where two inputs can only be used in production in a fixed ratio and cannot be a substitute for one another
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perfect compliments
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a form of resource substitution where larger and larger amounts of a second variable resource are required to replace equal incremental reductions of the 1st resource while maintaining the same level of output
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imperfect substitutes
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the number of units of X2 that X1 can replace without changing the output
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marginal rate of substitution
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MRSx1x2 = ∆X2/∆X1
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MRS equation
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we reduce the level of output by the MPP of the reduced input multiplied by the magnitude change of that reduced input
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when we reduce the use of one input without increasing the other input in production
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∆Y = MPPx2 × ∆x2
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change in output equation
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MRSx1x2 = ∆x2/∆x1 = MPPx1/MPPx2
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MRS along an isoquant equation
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all the combinations of the 2 given inputs that can be afforded to produce a given level of output
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isocost curve identifies
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price of x1, price of x2, total amount of money to be spent on inputs
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3 pieces of information that are needed to make an isocost line
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calculated by the total amount of money to be spent on inputs divided by the price of the input X2 and the toady amount of money to be spent on inputs divided by Px1
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the points where the isocost line interest the vertical and horizontal axis are
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MRSx1x2 = ∆X2/∆X1 = Px1/Px2
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to minimize the cost of producing a given level of output we equate the MRS to the price ratio
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MPPx1/Px1 = MPPx2/Px2
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least cost combo
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shows all possible combos of two producers that can be produced given the set of resources in the times control
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production possibilities curve frontier
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∆Y2/∆Y1 = MRPSy1y2
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measure the differing rates at which either product will replace the other along the production possibility curve
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shows all possible combos of 2 products sold that will bring the same total revenue
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isorevenue line
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is to produce where the marginal rate of production substitution is equal to the ratio of the output proves optimal combination where the slope of production possibilities equals the slope of isorevenue
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the optimal combo of the 2 products for produce
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∆Y2/∆Y1 = Py1/Py2
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optimal combination of 2 products
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shows the revenue and profit maximizing proportions of Y1 as the firm expands or contracts
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expansion path
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costs that have been incurred when money is spent to hire labor, repeat machinery, buy seed, full, or other things for which cash expenditures are made
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explicit costs
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a cost that has been incurred in using any resource for which there is not direct cash outlay during the period the resource was being used
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implicit costs
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the cost borne by the producer when a resource that is currently being used for one activity is used in its next most valuable activity. Another type of implicit, true cost of production.
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opportunity cost
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revenues minus expenses
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bookkeeping profit
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revenues minus explicit and implicit costs, the amount by which net earnings exceed payment required to attract it to (or keep it in) its present use
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economics profit
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costs that increase or decreases output change
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variable costs
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Costs incurred for resources that do not change as output is changed
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fixed cost
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A planning concept that defines the level of flexibility in how resources (inputs) can be changed in the production process
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length of run
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span of time so short that no resource changes can be made in the production process. all variables are fixed
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immediate short run
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A span of time long enough that all resources (inputs) are considered variable. No inputs can be considered fixed in the ultimate long run.
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ultimate long run
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total spending for the variable input
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total variable costs
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the total costs of all the inputs that do not change as output changes
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totally fixed costs
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sum of total variable costs and total fixed costs
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total cost
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synonym of TVP, calculated as price per unit of output multiplied by total output level
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total revenue
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total revenue - TC
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pure profits
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amount spent on the variable input per unit of output
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average variable cost
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AVC = TVC/Y
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AVC equation
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the cost of fixed resources per unit of output
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Average fixed cost
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AFC = TFC/Y
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AFC equation
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total costs of all the resources used per unit of output produced
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average total costs
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ATC = TC/Y
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ATC equation
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change in total cost when output is changed by one unit
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marginal cost
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∆TC/∆Y
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MC equation
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amount added to total revenue when an additional unit of output is produced and sold
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marginal revenue
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MR = ∆TR/∆Y = Py
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MR equation
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1% input increase → > 1% output increase
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Convex region of the TPP curve
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1% input increase → < 1% output increase
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concave region of the TPP curve
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increase in input means fewer output
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negative returns
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where the MPP is maximized and MC is minimized
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inflection point of the TPP curve
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the marginal costs of producing an additional unit of output in this areas increases
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in the concave portion of the production function
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MPP = 0 and the MC curve is vertical
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when the TPP is maximized
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APP is maximized
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AVC is minimized at the same point on the production function where
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more input is added, minimum is reached where TPP is maximized
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AFC continues to decline as
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some point past the point where AVC is minimized
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ATC is minimized at...
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the optimum output level is found where marginal revenue is equal to marginal cost or MR=MC
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profit maximizing output
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evaluation total cost and total revenue
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you can see how profit is maximized by
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TPP curve is convex
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at low levels of input
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TPP curve is concave
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at high levels of input
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TC curve is concave
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at low levels of output
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TC curve is convex
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at high levels of output
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the firm will alter production as the output price changes to maximize profits
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short run supply curve of firm
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MR = MC
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while the profit maximizing point is
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the relationships between the level of the output price, the ATC, and the AVC
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profit maximixing point is based on
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then the firm is generating economic profit
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if the output price is greater than the minimum cost point on the ATC curve at the point where MR = MC
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occurs where the revenue made from selling the product exceeds both the explicit costs of the variable inputs used to produce the product and the implicit costs of the fixed inputs used to produce the product
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economic profit
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then the firm is incurring an economic loss
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if the output price Py is less than the minimum cost point on the ATC curve but greater than minimum point on the AVC curve at the point where MR = MC
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at this price of the output the firm can pay the variable costs of production but cannot completely cover the fixed costs of production. It will continue to produce until the value of the fixed input depreciates.
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economic loss
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then the firm cannot pay for the variable costs of production
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if the output price Py is less than minimum point on the AVC curve but where MR=MC
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at this price of the output the firm is better off shutting down and simply incurring the costs associated with the sunk fixed costs rather than continuing to lose more money as more of the output is produced
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when the firm cannot pay for the variable costs of production
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the point where output price is equal to the AVC
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shutdown point
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is simply the difference between the cost per unit of the output where MR = MC and the cost per unit of the output = ATC
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shaded area on a graph
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1. the price of the output declines as more output floods the market from additional producers and drives down the price 2. the price of the variable and fixed inputs increase as more producers bid up the price of inputs
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as more producers enter the market two impacts occur
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shifts the MR curve downward
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the effect of the downward pressure on the output price
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results in an upward shift of the AVC AFC ATC and MC curves
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the effect of the upward pressure on the input prices
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the amount of a good or service producers are willing to offer for sure at different prices, graphically occurs where the marginal cost curve equals different prices of the output Py, the individual firms supply curve starts at the minimum of the AVC curve
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supply curve
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the horizontal summation of all individual firms supply cares for a product or commodity, graphically it is the horizontal summation of all individuals firms marginal costs curves above their minimum AVC
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Market supply curve
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change in quantity supplied, and change in supply
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2 types of changes in market supply
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show the changing level of the product or commodity supplied given changes in the price of the product or commodity
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movement along a supply curve
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change in supply
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shift in the entire supply curve
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a measure of the percentage change in quantity supplied in response to a percent change in price
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price elasticity of supply
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Es = (Q1-Q2)/(Q1+Q2) / (P1-P2)/(P1+P2)
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price elasticity of supply equation
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for a 1% increase in the price of the product there is less than 1% increase in quantity supplied
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if the supply is price inelastic
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for a 1% increase in the price of the product there is greater than 1% increase in quantity supplied
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if the supply is price elastic
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for a 1% increase there is an equal 1% increase in quantity
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if the supply is unitary elastic
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the point where they intersect determines the equilibrium quantity of the product sold in the market place and the equilibrium price of the quantity sold
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the market supply curve derived from the individual supply curve and plot them on a graph
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the quantity demanded by censures equals the quantity supplied by producers, no shortages or surpluses occur at this point
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market equilibrium
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occurs when prices are not allowed to change to market forces of supply and demand, results in market shortages or surpluses
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market disequilibrium