Suppose a firm with a production function given by Q = 4K^0.25L^0.75produces 100 units of output. The firm pays a wage of $30 per units and pays a rental rate of capital of $10 per unit. (Note: ) .
The minimum cost of producing 100 units of output is:

Question

Suppose a firm with a production function given by Q = 4K^0.25L^0.75produces 100 units of output. The firm pays a wage of $30 per units and pays a rental rate of capital of $10 per unit. (Note:

Suppose a firm with a production function given by Q = 4K<sup>0.25</sup>L<sup>0.75 </sup>produces 100 units of output. The firm pays a wage of $30 per units and pays a rental rate of capital of $10 per unit. (Note: ) . The minimum cost of producing 100 units of output is: A) $3,000. B) $2,250. C) $800. D) $1,000.

) .
The minimum cost of producing 100 units of output is:

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The Answer of Suppose a firm with a production function given by Q = 4K^0.25L^0.75produces 100 units of output. The firm pays a wage of $30 per units and pays a rental rate of capital of $10 per unit. (Note: ). The minimum cost of producing 100 units of output is: A) $3,000. B) $2,250. C) $800. D) $1,000.

Suppose a Firm with a Production Function Given by Q