(All Steps) Consider the following production function: f(x1, x2) = Min[x1, (x2 / 4)^2] Is the production function homogeneous ? Is it homothetic ? Using
Question: Consider the following production function:
f(x1, x2) = Min[x1, ( x2 / 4)^2]
- Is the production function homogeneous ? Is it homothetic ?
- Using scale elasticity of output, what can you say about returns to scale ?
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Calculate the indirect production function (Hint: To derive it suppose there is never
any surplus of any factor.) - What can you say about returns to outlay?
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