WEBVTT 00:00:00.000 --> 00:00:03.000 ♪ [music] ♪ 00:00:09.470 --> 00:00:12.170 - [Alex Tabarrok] Now that we understand a firm's cos tcurves, 00:00:12.170 --> 00:00:13.870 and its entry and exit decisions, 00:00:13.870 --> 00:00:17.255 we're able to show how supply curves are actually 00:00:17.255 --> 00:00:20.744 derived from these more fundamental considerations. 00:00:21.184 --> 00:00:22.618 Let's take a closer look. 00:00:27.900 --> 00:00:31.894 The supply curve is built upon firm entry and exit decisions 00:00:31.894 --> 00:00:35.440 and the effect of these decisions on industry costs. 00:00:35.440 --> 00:00:39.510 And the key question is this, as industry output increases, 00:00:39.510 --> 00:00:41.940 what happens to costs? 00:00:41.940 --> 00:00:45.550 There are three possibilities. First, an increase in cost industry. 00:00:45.550 --> 00:00:49.460 That is industry costs increase with greater output. 00:00:49.460 --> 00:00:51.850 Second, constant cost industry. 00:00:51.850 --> 00:00:53.100 Industry costs are flat, 00:00:53.100 --> 00:00:56.510 they don't change with greater or lesser output. 00:00:56.510 --> 00:00:59.090 And finally a decreasing cost industry, 00:00:59.090 --> 00:01:01.740 industry cost falls with greater output. 00:01:01.740 --> 00:01:04.400 As we'll see, the first and second are quite common, 00:01:04.400 --> 00:01:06.260 the third is quite uncommon, 00:01:06.260 --> 00:01:09.300 but is nevertheless important and interesting 00:01:09.300 --> 00:01:11.436 in order to understand economic geography, 00:01:11.436 --> 00:01:13.230 which we'll come to a bit later. 00:01:13.230 --> 00:01:14.370 Let's show how the industry 00:01:14.370 --> 00:01:17.590 supply curve is derived from the entry and exit 00:01:17.590 --> 00:01:20.390 and cost curves of individual firms. 00:01:20.390 --> 00:01:23.400 We can do this for an increase in cost industry very easily 00:01:23.400 --> 00:01:25.390 with just a two firm example. 00:01:25.390 --> 00:01:28.330 Suppose that Firm one is a producer of oil, 00:01:28.330 --> 00:01:30.310 where its oil is very close to the surface, 00:01:30.310 --> 00:01:33.250 so it has a quite low average cost curve. 00:01:33.250 --> 00:01:35.820 It's pretty cheap for this firm to produce oil. 00:01:35.820 --> 00:01:40.070 On the other hand, Firm two has a much higher average cost curve 00:01:40.070 --> 00:01:43.320 because for Firm two is located in a part of the world 00:01:43.320 --> 00:01:47.211 where it has to drill much deeper in order to get the oil. 00:01:48.090 --> 00:01:49.930 Now, given these figures 00:01:49.930 --> 00:01:53.330 what's the industry supply curve of oil 00:01:53.330 --> 00:01:57.240 if the price of oil is below $17? 00:01:58.680 --> 00:02:01.700 Well, if the price of oil is below $17, 00:02:01.700 --> 00:02:04.840 neither of these firms can make a profit. 00:02:04.840 --> 00:02:07.099 That's below the minimum point of the average cost curve 00:02:07.099 --> 00:02:08.939 for both of these firms. 00:02:08.939 --> 00:02:09.980 So neither of these firms 00:02:09.980 --> 00:02:11.920 is going to want to be in the industry. 00:02:11.920 --> 00:02:14.860 So if the price of oil is below $17, 00:02:14.860 --> 00:02:19.560 the industry supply is just going to be zero, right here, zero. 00:02:20.300 --> 00:02:23.490 Now what happens at $17? 00:02:23.490 --> 00:02:27.530 Well at $17, Firm one just breaks even. 00:02:27.530 --> 00:02:30.890 So we'll say Firm one will just enter the industry. 00:02:30.890 --> 00:02:35.190 So at $17, the industry output is the same as 00:02:35.190 --> 00:02:38.824 the output of Firm one, namely four units. 00:02:39.130 --> 00:02:43.160 Notice that at $17, Firm two doesn't enter the industry 00:02:43.160 --> 00:02:46.420 because the price is still too low. 00:02:46.420 --> 00:02:48.520 Firm two is not going to make a profit, 00:02:48.520 --> 00:02:50.950 will take a loss at that price. 00:02:50.950 --> 00:02:54.430 Indeed as the price of oil increases, 00:02:54.430 --> 00:02:59.590 the output from Firm two will increase as it moves along 00:02:59.590 --> 00:03:01.610 its marginal cost curve. 00:03:01.610 --> 00:03:05.460 That will continue to happen so industry output will increase 00:03:05.460 --> 00:03:07.423 along with the output of Firm one 00:03:07.423 --> 00:03:10.613 until we reach a price of $29. 00:03:10.613 --> 00:03:13.000 At the price of $29, 00:03:13.000 --> 00:03:16.530 Firm two just breaks even and it enters the industry. 00:03:16.530 --> 00:03:22.068 So at $29, total industry output is six units from Firm one 00:03:22.068 --> 00:03:24.710 and five units from Firm two 00:03:24.710 --> 00:03:28.640 for a total of 11 units from the industry. 00:03:29.520 --> 00:03:34.948 As the price goes above $29 both Firm one and Firm two 00:03:34.948 --> 00:03:37.398 expand along their marginal cost curves 00:03:37.398 --> 00:03:39.808 so the industry output is then 00:03:39.808 --> 00:03:43.745 the sum of the output from both firms. 00:03:43.745 --> 00:03:49.785 So what we see here is that the industry supply curve 00:03:49.785 --> 00:03:51.575 is upward sloping 00:03:51.575 --> 00:03:56.825 because the cost curves of these firms are different. 00:03:56.825 --> 00:04:01.387 Because in order to attract more firms into this industry, 00:04:01.387 --> 00:04:06.110 the only way we can do that is by attracting higher cost firms. 00:04:06.110 --> 00:04:10.720 So the industry supply curve is upward sloping. 00:04:11.930 --> 00:04:15.020 Any industry where it's difficult to exactly duplicate 00:04:15.020 --> 00:04:18.780 the productive inputs is going to be an increase in cost industry. 00:04:18.780 --> 00:04:22.490 I've already mentioned oil, but copper, gold, silver, 00:04:22.490 --> 00:04:24.940 all the mining industries are very similar. 00:04:24.940 --> 00:04:27.590 We can't just duplicate another gold mine. 00:04:27.590 --> 00:04:29.710 If we want another gold mine we're going to have to dig deeper, 00:04:29.710 --> 00:04:30.950 we're going to have to look elsewhere, 00:04:30.950 --> 00:04:34.420 it's going to be more expensive to produce it than it is now. 00:04:34.420 --> 00:04:36.970 Coffee is another example, because there's really only 00:04:36.970 --> 00:04:38.990 a limited number of places in the world 00:04:38.990 --> 00:04:41.310 where we could produce great coffee. 00:04:41.310 --> 00:04:44.910 If we want coffee from other places than Brazil or Guatemala, 00:04:44.910 --> 00:04:46.570 it's going to be lower quality. 00:04:46.570 --> 00:04:49.790 We're going to have to go down further on the mountain. 00:04:49.790 --> 00:04:52.360 It's going to require more inputs. 00:04:52.360 --> 00:04:53.840 Nuclear engineers -- 00:04:53.840 --> 00:04:56.660 very hard to expand the supply of nuclear engineers. 00:04:56.660 --> 00:05:00.240 There's a limited number of people who can be a nuclear engineer. 00:05:00.240 --> 00:05:03.134 If we want more nuclear engineers, we're really going to have 00:05:03.134 --> 00:05:05.650 to pull them from other industries 00:05:05.650 --> 00:05:07.920 where they have very high opportunity cost. 00:05:07.920 --> 00:05:11.480 So it's hard to expand the supply of nuclear engineers 00:05:11.480 --> 00:05:15.530 without pushing up the wages of nuclear engineers. 00:05:15.530 --> 00:05:17.532 That's an increasing cost industry. 00:05:18.200 --> 00:05:23.600 Moreover, any industry that buys a large fraction of the output 00:05:23.600 --> 00:05:25.660 of an increasing cost industry 00:05:25.660 --> 00:05:28.650 will also be an increasing cost industry. 00:05:28.650 --> 00:05:32.750 So pretty obviously gasoline is an increasing cost industry 00:05:32.750 --> 00:05:37.040 because if we want more gasoline that requires more oil, 00:05:37.040 --> 00:05:40.370 and oil is an increasing cost industry. 00:05:40.370 --> 00:05:43.630 Electricity will primarily be an increasing cost industry 00:05:43.630 --> 00:05:47.220 to the extent that we generate our electricity from coal. 00:05:47.220 --> 00:05:50.570 So if we want a lot more electricity we're going to require more coal 00:05:50.570 --> 00:05:53.015 and that's going to push the price of coal up, 00:05:53.015 --> 00:05:56.635 which is going to push the cost of producing electricity up. 00:05:57.555 --> 00:06:01.160 So what we just showed is that for an increasing cost industry, 00:06:01.160 --> 00:06:04.900 you can derive a upward sloped supply curve. 00:06:04.900 --> 00:06:06.920 We're now going to do a constant cost industry 00:06:06.920 --> 00:06:09.890 for which we'll show you actually get a flat supply curve, 00:06:09.890 --> 00:06:12.259 and then a decreasing cost industry, 00:06:12.259 --> 00:06:13.629 which as you might expect, 00:06:13.629 --> 00:06:16.600 will give you now a downward-sloped supply curve. 00:06:16.600 --> 00:06:19.100 We'll do these in separate lectures. Thanks. 00:06:20.100 --> 00:06:21.550 - [Announcer] If you want to test yourself, 00:06:21.550 --> 00:06:23.010 click, "Practice Questions," 00:06:24.000 --> 00:06:27.431 or if you're ready to move on, just click, "Next Video." 00:06:27.431 --> 00:06:30.400 ♪ [music] ♪