Marginal analysis. The price-demand equation for 4-cubic foot refrigerators at an appliance store is p(x) = 1,000e-0.02x where x is the monthly demand and p is the price in dollars. Find the price per unit that maximizes the revenue. Ap=50 B. p = 100 c. p(50) = 1000e-¹ D. p(100) = 1000e-²

Q: For the cost function C(x) = -0.05-x² + 10 -x+ 80 find: a. The average cost function b. The marginal…

A: Given function C(x) C(x)=-0.05x2+10x+80 To find average cost function we divide C(x) by x…

Q: The total cost to produce x handcrafted wagons is C(x)= 80 +3x -x +5x°. Find the marginal cost when…

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 firm in a competitive market must sell its product for $250 per unit. The cost unit (per month) is…

A: Please see the explanation below

Q: Suppose that the cost to a manufacturer of producing x units of a certain motorcycle is given by…

A:

Q: A1. The revenue function for lift-elbow moisturizer is R(x) = 10 000x -0.05x³, where x is the number…

A: Rx=10000x-0.05x3

Q: A company's marginal profit is given by m(x)=-2x + 300 dollars per item, where x is the number of…

A: The average of any function f(x) in the interval [a, b] is given by:

Q: A supply company charges for 90-liter drums using the demand function p(x)=20.9−1.6x  What is the…

A: Given that demand function is: p(x) = 20.9 - 1.6x we need to write the revenue function.