The firm's production function is given as follows: qx = f (Lx, Kx). qx represents the output produced by the firm, Lx represents the labor input and Kx the capital input. In the long-run, the firm uses both inputs to produce output. An increase in the supply of capital (K) reduces the cost of capital from $6 per unit to $2 per unit. As a result, the firm's demand for the labor input (L) decreases from 200 to 120 units. Based on this information, the cross-price elasticity of labor demand is: O a. 0.50 O b.-0.25 Oc 0.25 O d.0.75

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The firm's production function is given as follows: qx = f(Lx, Kx). qx represents the output produced by the firm, Lx represents the labor input and Kx the capital input. In the long-run, the firm uses both inputs to
produce output.
An increase in the supply of capital (K) reduces the cost of capital from $6 per unit to $2 per unit. As a result, the firm's demand for the labor input (L) decreases from 200 to 120 units.
Based on this information, the cross-price elasticity of labor demand is:
O a. 0.50
O b.-0.25
Oc. 0.25
O d.0.75
Transcribed Image Text:The firm's production function is given as follows: qx = f(Lx, Kx). qx represents the output produced by the firm, Lx represents the labor input and Kx the capital input. In the long-run, the firm uses both inputs to produce output. An increase in the supply of capital (K) reduces the cost of capital from $6 per unit to $2 per unit. As a result, the firm's demand for the labor input (L) decreases from 200 to 120 units. Based on this information, the cross-price elasticity of labor demand is: O a. 0.50 O b.-0.25 Oc. 0.25 O d.0.75
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