6) The profit function for sales of two models of trucks at a car dealership is given by (a, b) = 1240a + 800b – 5a² + 2ab – 6b² – 250 where a is the number of sales per week of model A, and b is the number of sales per week of model B. What's the marginal profit if model A sales increase by 1 unit from a base of II(15,10)? You must use calculus to solve. Interpret the result.
6) The profit function for sales of two models of trucks at a car dealership is given by (a, b) = 1240a + 800b – 5a² + 2ab – 6b² – 250 where a is the number of sales per week of model A, and b is the number of sales per week of model B. What's the marginal profit if model A sales increase by 1 unit from a base of II(15,10)? You must use calculus to solve. Interpret the result.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![6) The profit function for sales of two models of trucks at a car dealership is given by
I(a, b) = 1240a + 800b – 5a² + 2ab – 6b? – 250
where a is the number of sales per week of model A, and b is the number of sales per week of model B. What's the
marginal profit if model A sales increase by 1 unit from a base of II(15,10)? You must use calculus to solve. Interpret
the result.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa350ad71-f691-422f-a66f-182830a1a369%2F56663bd9-39a5-4028-947f-692376fc343f%2Fd633nq_processed.png&w=3840&q=75)
Transcribed Image Text:6) The profit function for sales of two models of trucks at a car dealership is given by
I(a, b) = 1240a + 800b – 5a² + 2ab – 6b? – 250
where a is the number of sales per week of model A, and b is the number of sales per week of model B. What's the
marginal profit if model A sales increase by 1 unit from a base of II(15,10)? You must use calculus to solve. Interpret
the result.
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