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How the relationship between input demand and input prices is influenced by substitutability between inputs, the sensitivity of the optimal output to the cost of doing business, and the sensitivity of the cost function to input price changes. The text also includes graphical analysis and examples to illustrate these concepts.
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-^ Two firms have the same cost function (at a given set of input prices) andemploy the same number of workers, but have different productiontechnologies.The firms are forced to raise wages due to negotiations with theiremployees.Will their costs be equally affected.If not, which firm’s costs will go up by more?
-^ You should be able to move isocosts and isoquants in your sleep.
The sensitivity of the cost function to changes in input prices.The ability of a firm to substitute away from the input that is becomingexpensive reduces the sensitivity of the cost function to input pricechanges.
In the figure above, the price of capital can increase, leading to a flattening ofthe isocost lines from the dashed to the dashed-and-dotted line.However, this has no effect on the input levels chosen to produce a given output q.
Question:How would a decrease in the price of labor look like in the above graph?In other words, starting from the dashed isocost line, how would I draw anisocost line that would correspond to producing output
q^ when the wage is
lower?
In the figure above, an increase in the price of capital leads the firm (that wantsto maintain output at
q ) to decrease the use of capital (from
to
) and
increase the use of labor (from
to^
Therefore
:^ Substitutability between inputs increases the extent to which a firmthat desires to produce a given output
q^ will move away from an
input whose price increases. This completes our discussion of the “first black bullet.”
If the price of capital goes up form
to
, the cost of producing
q^ units
would need to go up fromto
Now, consider the example in which there is substitutability between the inputs.
Therefore
:^ Substitutability decreases the costs of producing a given level ofoutput
q^ when an input’s price goes up, relatively to when there isno substitutability. The result we have just obtained can be graphically depicted as follows.Consider two firms, A and B, that have the same cost function,
, when
input prices are
and
Firm A has limited substitutability between labor and capital.Firm B has a more flexible production process and thus a greater amount ofsubstitutability between labor and capital.