5. A firm sells two products, x and y. The demand for each product are: x = 100 – P. – Py and y = 200 – 2py – Pæ The joint-cost function is: TC = x² + xy + y² i. How many units of x and y should be sold to obtain a relative maximum profit for the monopolist? Use the second-order

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Chapter16: Government Regulation
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Q5. A firm sells two products, x and y. The demand for each product
are:
100 – Pr – Py and y
200 – 2py – Px
The joint-cost function is:
TC = x² + xy + y
i. How many units of x and y should be sold to obtain a relative
maximum profit for the monopolist? Use the second-order
derivative test to justify the answer.
Transcribed Image Text:Q5. A firm sells two products, x and y. The demand for each product are: 100 – Pr – Py and y 200 – 2py – Px The joint-cost function is: TC = x² + xy + y i. How many units of x and y should be sold to obtain a relative maximum profit for the monopolist? Use the second-order derivative test to justify the answer.
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