Question: Given the demand equation, Q = 100 - 5P, the correct total revenue equation is what? The slope of the equation Y = 20X^3 +

Given the demand equation, Q = 100 - 5P, the correct total revenue equation is what? The slope of the equation Y = 20X^3 + 2X^2 + 200 is what? Write the solution for the deriving the second derivative of the equation, Y = 30X^3 + X^2 -200X + 5000 Given the demand equation Q = 100 - 5P, solve for Q that maximizes the firm's revenue Given the demand equation Q = 100 - 5P, what is the firm's maximum Total Revenue? Show your solution The total cost equation is TC = 10,000 + 200Q - 6Q^2. What is the firm's variable cost when the firm produces 500 units

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