A competitive firm with output has a production function f(x 1 ,x 2 )= (4x 1 +
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Question:
A competitive firm with output has a production function f(x1,x2)= (4x1 + x2) 1/2, where x1 and x2 are inputs used in production. The firm produces the output by minimizing cost. With input prices p1 and p2, which of the following is true
- A. The production technology has constant returns to scale.
- B. The firm must use only input x1 if p1 < 1.5p2
- C. The firm must use only input x1 if p1 < 3p2
- D. The firm must use only input x1 if p1 < 4 p2
Related Book For
Contemporary Business Mathematics with Canadian Applications
ISBN: 978-0134141084
11th edition
Authors: S. A. Hummelbrunner, Kelly Halliday, Ali R. Hassanlou, K. Suzanne Coombs
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