If the inverse demand function is pequals=300300minus−33Q, what is the marginal revenue function? Draw the demand and marginal revenue curves. At what quantities do the demand and marginal revenue lines hit the quantity axis? The marginal revenue function (MR) is

The marginal revenue is the increase in revenue which is due to the extras sale of an additional unit of output. From the question, we are informed that the inverse demand function is p=300 −3Q. It should be noted that to calculate marginal revenue, the total revenue has to be known first.

Total revenue is the product of the price and quantity. This will be:

TR= (300 - 3q) × q

TR = 300q - 3q²

After calculating the total revenue, then the marginal revenue can be gotten.

The marginal revenue function will be 300 - 6q.

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If the inverse demand function is pequals=300300minus−33​Q, what is the marginal revenue​ function? Draw the demand and marginal revenue curves. At what quantities do the demand and marginal revenue lines hit the quantity​ axis? The marginal revenue function​ (MR) is

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If the inverse demand function is pequals=300300minus−33Q, what is the marginal revenue function? Draw the demand and marginal revenue curves. At what quantities do the demand and marginal revenue lines hit the quantity axis? The marginal revenue function (MR) is