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the Marginal revenue for a commodity is MR= root(x)+50x-200. what is the total revenue function and...
If the marginal revenue (in dollars per unit) for a month for a commodity is MR = -0.6x + 41, find the total revenue function. R(x) -
Total revenue is in dollars and x is the number of units. time left... 7:43:29 Suppose that the total revenue function for a commodity is R = 64x - 0.02x2. (a) Find R(100) $ Tell what it represents. The revenue increases by about this amount when the number of units is increased from 100 to 101. 100 units produce this amount of revenue. 101 units produce this amount of revenue. The actual revenue of the 100th unit is this amount....
If the marginal revenue (in dollars per unit) for a month is given by MR = -0.5x + 350, what is the total revenue from the production and sale of 70 units? भी If f'(x) = 10x, what is f(x)? (Use C for the constant of integration.) f(x) =
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6. An aircraft company estimates its marginal revenue function for helicopters to be MR(x) = (x + 40)Vr2 + 80x thousand dollars where x is the number of helicopters sold. Find the total revenue from the sale of the first 10 helicopters.
6. An aircraft company estimates its marginal revenue function for helicopters to be MR(x) = (x + 40)Vr2 + 80x thousand dollars where x is the number of helicopters sold. Find the total revenue from...
Circle the quantity that maximizes total revenue (TR) for the marginal revenue (MR) function Q = 75 – 7P A.38.25 B. 44.48 C. 49.41 D. 50.50 E. 59.30 F. 75.00
A monopolist’s marginal revenue function is MR = 100 - 0.2Q. The marginal cost of production is random and is $9 or $11 with equal probabilities. What quantity maximizes the expected profit?
A marginal revenue function MR(x) (in dollars) is given below. Use numerical integration on a graphing calculator or computer to find the total revenue over the given range. 195 MR(x) = 7+2 1 +2 -0.8x – 25, 0 sxs 270 -0.8% . The total revenue over the given range is approximately $ (Round to the nearest cent as needed.)
A company's marginal revenue function is MR-190 - 20x1/9, where x is the number of units. Find the revenue function (Evaluate so that revenue is zero when nothing is produced) Find the indefinite integral. (Use for the constant of integration. Remember to use absolute values where appropriate.) dt
The total cost for producing 1000 units of a commodity is $3.3 million, and the revenue generated by the sale of 1000 units is $5.1 million. (a) What is the profit on 1000 units of the commodity? P(1000) = $ million (b) Assuming C(q) represents total cost and R(q) represents revenue for the production and sale of q units of a commodity, write an expression for profit
Financial Mathematics
Please answer question 4 and question 5
o)23:30 Oe Image Edit View Go Help En Question 4 The total cost of producing x units of a commodity per week is C(x) 200 +4x +0,1x2 (a) Find the marginal cost when the production level is 100 units. (b) Use the marginal cost to approximate the cost of producing the 101 st unit. (c) Find the exact cost of producing the 101 st unit. (d) Assuming that the commodity is...