The feasible frontier in Figure 5.7 is depicted as a downward-sloping, concave curve on a graph. The horizontal axis represents Angela's hours of free time, ranging from 0 to 24, while the vertical axis shows the bushels of grain she can produce, from 0 to 70. The coordinates on this graph are given in the format (hours of free time, bushels of grain). This frontier specifically connects the points (0, 64), A (16, 46), and (24, 0), illustrating the maximum possible production for any given amount of free time.

The Feasible Frontier in Figure 5.7

Figure E5.1 is a diagram that provides a visual explanation of the mathematical concepts of concave and convex functions.

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