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A market analyst has projected that the cost of producing d dog leashes will be given by the polynomial 8,000 + 3.4d. The revenue generated from the sale of d dog leashes will be given by the polynomial d(13 − 0.00003d). Find a polynomial expression for the profit earned from producing and selling d dog leashes. Evaluate the expression for d = 28,000.

Respuesta :

raphealnwobi

The polynomial expression for the profit earned from producing and selling d dog leashes is 9.6d - 8000 - 0.00003d² and the profit from 28000 leashes is $237280

What is an equation?

An equation is an expression that shows the relationship between two or more variables and numbers.

Profit = revenue - cost

Hence:

Profit = d(13 - 0.00003d) - (8000 + 3.4d) = 9.6d - 8000 - 0.00003d²

When d = 28000:

Profit = 9.6(28000) - 8000 - 0.00003(28000)² = $237280

The polynomial expression for the profit earned from producing and selling d dog leashes is 9.6d - 8000 - 0.00003d² and the profit from 28000 leashes is $237280

Find out more on equation at: https://brainly.com/question/2972832

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