The figure shows the graph of four curves. The horizontal ax…
The figure shows the graph of four curves. The horizontal axis is labeled “Quantity,” and the vertical axis is labeled “Price comma Cost.” The quantities Q sub 0, Q sub 1, Q sub 2, Q sub 3, and Q sub 4 are indicated on the horizontal axis. Q sub 0 is located about one fourth of the way along the axis. The distance from Q sub 1 to Q sub 0 is about one third of the distance between the vertical axis is Q sub 0. The distance from Q sub 2 to Q sub 1 is slightly less than the distance from Q sub 1 to Q sub 0. The distance from Q sub 3 to Q sub 2 is slightly less than the distance from Q sub 2 to Q sub 0. Q sub 4 is just to the right of Q sub 3. The curves are labeled D, M R, M C, and A T C. Curve D begins on the vertical axis, high above the origin, and moves downward and to the right in a straight line until it ends on the horizontal axis, far to the right of Q sub 4. Curve M R begins at the same point as curve D high on the vertical axis, and moves steeply downward and to the right in a straight line until it ends on the horizontal axis at Q sub 1. Curve M C begins about one fourth of the way up the vertical axis, and moves upward and to the right. It intersects curve M R at Q sub 0, intersects curve D at Q sub 3, and ends to the right of Q sub 4, about two thirds of the way up the vertical axis. Curve A T C begins just to the right of, and about half way up, the vertical axis. It moves gradually downward and to the right, crosses curve M R to the left of Q sub 0, and reaches its lowest point where it intersects curve M C at Q sub 2. It then moves gradually upward and to the right, intersects curve D at Q sub 4, and ends far to the right of Q sub 4, just under its initial height. The graph above shows the demand (D), marginal revenue (MR), marginal cost (MC), and average total cost (ATC) curves for a monopoly. Based on the information in the graph provided, what is the profit-maximizing quantity for a monopolist that engages in perfect price discrimination?
Read DetailsFor a certain firm, the marginal revenue product for the las…
For a certain firm, the marginal revenue product for the last unit of labor is $60, and the marginal revenue product for the last unit of capital is $100. Which of the following combinations of factor prices would be necessary for the firm to maximize profits?
Read DetailsA graph in the first quadrant is shown with price on the ver…
A graph in the first quadrant is shown with price on the vertical axis and quantity on the horizontal axis. Three curves are plotted that are all concave up everywhere, decreasing on the left then reaching a minimum and increasing on the right. The first curve is labeled average total cost, and its minimum is near the center of the graph. The second curve is labeled average variable cost, which has its minimum below and to the left of the first curve and sits entirely below the first curve. The third curve is labeled marginal cost, which has its minimum in the lower left corner of the graph and intersects the other two curves near their minimums as it increases to the right. The values 2, 8, and 10 dollars are labeled on the vertical axis, and the values 10, 15, 18, and 20 are labeled on the horizontal axis. Dashed reference lines are drawn from these values. The reference lines from quantity 10 and 2 dollars meet at the intersection of the marginal cost and average variable cost curves. The reference lines from quantity 15 and 8 dollars meet at the intersection of the marginal cost and average total cost curves. The reference lines from quantity 18 and 10 dollars meet on the marginal cost curve above both of its intersections, and the reference lines from quantity 20 and 10 dollars meet on the average total cost curve. The diagram above shows a perfectly competitive firm’s short-run cost curves. If the price of the output increases from $8 to $10, the profit-maximizing firm will
Read DetailsThe question refers to the following graph, which shows the…
The question refers to the following graph, which shows the cost and revenue curves for a profit-maximizing monopolistically competitive firm. The figure shows a graph with a horizontal axis labeled Quantity, a vertical axis labeled Price, and an origin labeled 0. Four quantities appear on the horizontal axis, starting to the far right of the origin, from left to right, and are labeled Q 1, Q 2, Q 3, and Q 4. Five prices appear on the vertical axis and are labeled, from bottom to top and starting above the origin, P 1, P 2, P 3, P 4, and P 5.Four lines appear on the graph. A curved line labeled Marginal Cost begins slightly below P 1 and to the left of Q 1, near the vertical axis. The curved line moves downwards and to the right until it is slightly above the horizontal axis and then moves steeply upwards and to the right crossing through points Q 1 and P 1, and Q 2 and P 4. It ends high above P 5 and between Q 3 and Q 4. A curved line labeled Average Total Cost begins above P 5 and to the left of Q 1. It moves steeply downwards and to the right until it intersects the Marginal Cost curve at a quantity between Q 1 and Q 2 and at a price of P 2. It then turns up and moves steadily upwards and ends high above P 5, to the right of Q 4. A straight line labeled Marginal Revenue starts high above P 5 on the vertical axis. The line moves steeply downwards and to the right and intersects the Marginal Cost curve at point Q 1 and P 1. It continues moving downwards till it crosses through the horizontal axis between Q 3 and Q 4 and ends below the axis to the right of Q 4. A straight line labeled Demand begins at the same point as the Marginal Revenue high above P 5 on the vertical axis. The line moves steadily downwards and to the right crossing through points Q 1 and P 5. It then intersects the Marginal Cost curve at point Q 2 and P 4. It intersects the Average Total Cost curve at point Q 3 and P 3. It continues moving downwards till it crosses Q 4 and P 2. It continues downwards and to the right and ends at approximately P 1 and to the right of Q 4. Is the firm in short-run or long-run equilibrium?
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