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What does marginal revenue mean?
-The change in revenue seen by increasing the quantity by one extra unit.

When marginal revenue = marginal cost, what happens?
-The peak of the profit function is reached.
-Thus the same outcome as when MRS of the iso-profit curve = MRT of the demand curve.

How can marginal profit be expressed using MR and MC?
Marginal Profit = MR - MC
-If this is positive, you should boost output
-If this is negative, you should cut the output
-If this is zero, profit is maxed out.
If π = R(Q) - C(Q), where R(Q) is the total revenue function, what will the FOC say?
-Differentiating with respect to Q, and setting it to 0:
R’(Q) = C’(Q)
-LHS is simply the marginal revenue, because its the slope of the total revenue curve.
-RHS is simply the marginal cost, because its the slope of the total cost curve. Therefore:
MR = MC