company estimates that its production costs, in dollars, for x items of a product is:         C(x) = 85000 + 26x + 0.002x2  and the price (or demand) function is:           p(x) = 150 - 0.01x a) Find the marginal cost at a production level of 100 items. b) Find the marginal revenue function. c) Find the marginal profit function. d) How many items must be sold for profit to be maximized? e) Find the revenue when the profit is a maximized.

Q: (our farmer's market stand prices pies at $9.25 per pie. You spend $145 pe supplies and labor, plus…

A: Here it is given that, Farmer's market stand price =  $9.25 per pie.  Spend in supplies and labor =…

Q: The total daily cost (in dollars) of producing x park benches is given by C(x) = 2250 + 10x +0.1x²…

A: I have explained everything with in the solution .please go through that.

Q: A11. Given the following cost and price per unit functions below: C(x) = 149.79x² + 13722.22x…

A:

Q: A piano manufacturer has a daily fixed cost of $1,100 and a marginal cost of $1,500 per piano. Find…

A:

Q: A manufacturer believes that the cost function C(x) The manufacturer can make up to This leads to a…

A:

Q: A company has the linear total cost function C(x) = 22x + 2109. (a) What is the company's marginal…

A:

Q: A company has fixed costs of $3,000. Producing 450 items incurrs a total cost of $39,000. (a) Find…

A:

Q: The demand equation for a certain item is p= 14-- 1,000 production level of 3,000 and interpret the…

A:

Q: Suppose demand is given by p = 1600 − x. Find the maximum revenue.

A: