27. Suppose that the total revenue function for a prod- uct is R(x) = 50x and that the total cost function is C(x) 1900 + 30x + 0.01x². (a) Find the profit from the production and sale of 500 units. (b) Find the marginal profit function. (c) Find MP at x = 500 and explain what it predicts.

Q: C(x)=.03x^3-.2x^2+12x+250 where c is given in dollars . Determine r(x) if items are sold at $120…

A: Given that - C(x)=0.03x3 - 0.2x2 + 12x + 250 where c is given in dollars.

Q: 5 17. The marginal profit function for a company can be modeled by P'(x) = - 5x+3 thousand units…

A:

Q: rginal Revenue function for a company's product is: MR = 220000 - 18x where x equals the number of…

A: Given: To explain the given statement as follows, Here, the Marginal Revenue = 220000 - 18x. To find…

Q: the marginal profit function for a companyy is  MP(x) = -30x + 920 and P(8) = 6500 What is the…

A:

Q: Suppose that the cost of producing x items is C(x) = .005x3 - .5x2 + 28x + 300 dollars, and daily…

A: Cx=0.005x3-0.5x2+28x+300 a). The extra cost of increasing daily production from 50 to 51 items is,…

Q: log, 12 log, 11 log, 5 log, 27) 2 2 2 2 A) log, V4620 s". 12 C) log, B) log, (12 - s' . 11') D) log,…

A:

Q: If you are given a revenue function which is, R(x) = 30x–0.025x^2 and a cost function of, C(x) = 2x…

A:

Q: Consider the cost function C(x) = 5³. 2² What is the marginal cost at the production level x = 2?

A:

Q: Find the marginal profit when (a) x= 300, (b)x=2000, (c) x=6000, and (d) x = 12,000. (a) When x =…

A: Given P(x) = 0.06x ^ 2 - 3x + 7x ^ 0.4 - 5100 P(x) = 0.06x ^ 2 - 3x + 7x ^ 0.4