WEBVTT 00:00:00.000 --> 00:00:05.830 ♪ [music] ♪ 00:00:09.378 --> 00:00:12.444 - [Alex] Okay -- this talk is going to be a bit more involved. 00:00:12.444 --> 00:00:16.014 What we're going to show is how a constant cost industry 00:00:16.014 --> 00:00:19.189 generates a flat supply curve. 00:00:19.205 --> 00:00:20.594 Let's begin. 00:00:25.211 --> 00:00:28.064 A constant cost industry is one where it's very easy 00:00:28.064 --> 00:00:31.860 to expand output without pushing up costs. 00:00:32.228 --> 00:00:35.929 So for example, pencils, rutabagas, domain name registration -- 00:00:35.929 --> 00:00:38.477 these are all constant cost industries. 00:00:38.477 --> 00:00:40.047 Think about pencils. 00:00:40.047 --> 00:00:42.530 We can easily increase the supply of pencils 00:00:42.530 --> 00:00:47.370 by quite a bit without pushing up the cost of producing pencils. 00:00:47.370 --> 00:00:50.478 Why not? Well, what do we need to produce more pencils? 00:00:50.488 --> 00:00:52.869 We need more wood, we need more graphite, 00:00:52.869 --> 00:00:54.305 we need more rubber. 00:00:54.305 --> 00:00:57.551 However, we'd need just a little bit more wood 00:00:57.551 --> 00:01:00.251 relative to the total world supply of wood. 00:01:00.251 --> 00:01:03.113 Just a little bit more graphite relative to the world supply 00:01:03.113 --> 00:01:04.113 of graphite. 00:01:04.113 --> 00:01:06.842 And just a little bit more rubber relative to the world supply 00:01:06.842 --> 00:01:08.197 of rubber. 00:01:08.490 --> 00:01:13.143 In other words, we can increase the number of pencils produced, 00:01:13.143 --> 00:01:16.912 but only increase the demand for the inputs by a small 00:01:16.912 --> 00:01:19.129 and non-appreciable amount. 00:01:19.129 --> 00:01:22.170 We're not going to be pushing up the price of wood, for example, 00:01:22.170 --> 00:01:25.180 when we produce more pencils. 00:01:25.244 --> 00:01:27.543 The story would be different if it was housing. 00:01:27.543 --> 00:01:30.650 If we want to produce more housing, that's a big demander of wood. 00:01:30.650 --> 00:01:33.720 That would require a lot more wood and could potentially push 00:01:33.720 --> 00:01:35.056 the price of wood up. 00:01:35.056 --> 00:01:38.995 As we'll see, that would correspond to an increase in cost industry. 00:01:39.753 --> 00:01:42.260 What about rutabagas? Again, the idea's the same. 00:01:42.260 --> 00:01:45.766 We can easily increase the supply of rutabagas by a lot 00:01:45.766 --> 00:01:48.561 without increasing the price of the input, 00:01:48.561 --> 00:01:50.755 such as land or fertilizer. 00:01:50.755 --> 00:01:54.666 Rutabagas are simply too small a portion of the market 00:01:54.666 --> 00:01:56.897 for land or the market for fertilizer 00:01:56.897 --> 00:02:00.670 to have an appreciable effect on the price of these inputs, 00:02:00.670 --> 00:02:04.428 even if we were to increase the supply of rutabagas by a lot. 00:02:05.147 --> 00:02:07.422 Same thing with domain name registration. 00:02:07.422 --> 00:02:11.660 As the internet has expanded, tremendously, it still costs 00:02:11.660 --> 00:02:14.714 about six or seven dollars to register a domain name, 00:02:14.714 --> 00:02:16.567 since it's very cheap to do that 00:02:16.567 --> 00:02:19.404 with just a few additional computers. 00:02:19.404 --> 00:02:21.927 A little bit more computer resources -- 00:02:21.927 --> 00:02:24.876 very small portion of the total number of computers -- 00:02:24.876 --> 00:02:27.961 and we can increase the supply of domain name registrars 00:02:27.961 --> 00:02:29.651 very, very easily. 00:02:30.475 --> 00:02:34.761 The implication of all this is that long run supply curves 00:02:34.761 --> 00:02:37.709 for these goods, for goods like pencils, rutabagas, 00:02:37.709 --> 00:02:40.903 and domain name registration, the long run supply curve 00:02:40.903 --> 00:02:43.173 is going to be flat. 00:02:43.182 --> 00:02:45.525 Let's take a closer look with a diagram. 00:02:46.083 --> 00:02:47.688 So in this diagram, we're going to show 00:02:47.688 --> 00:02:51.221 how a constant cost industry adjusts to a shift 00:02:51.221 --> 00:02:53.365 in increase in demand. 00:02:53.365 --> 00:02:57.200 And in so doing, we'll in fact show why it's a constant cost industry. 00:02:57.620 --> 00:03:00.444 We're going to do so by looking at two things simultaneously: 00:03:00.444 --> 00:03:03.644 the market and the representative firm. 00:03:03.764 --> 00:03:05.751 So there are lots of firms in this industry 00:03:05.751 --> 00:03:07.371 and we're going to pick just one of them 00:03:07.371 --> 00:03:09.014 to represent them all. 00:03:09.014 --> 00:03:10.931 Now we're going to begin with the market side, 00:03:10.931 --> 00:03:12.542 with which we're very familiar. 00:03:12.542 --> 00:03:17.226 Here is our demand curve and here is our short run supply curve. 00:03:17.724 --> 00:03:20.515 The quantity demanded is equal to the quantity supplied -- 00:03:20.515 --> 00:03:23.935 that determines our initial or short run equilibrium. 00:03:23.935 --> 00:03:26.841 In fact, this is also going to be the long run equilibrium 00:03:26.841 --> 00:03:29.613 for reasons which will become clear. 00:03:29.613 --> 00:03:32.794 Now we also want the representative firm 00:03:32.794 --> 00:03:34.909 to be in equilibrium. 00:03:34.909 --> 00:03:37.700 So the firm is profit maximizing, so that means the price 00:03:37.700 --> 00:03:40.223 is going to be equal to marginal cost. 00:03:40.223 --> 00:03:42.690 And in addition, price will be equal 00:03:42.690 --> 00:03:46.869 to average cost, because the firm is going to be earning normal, 00:03:46.869 --> 00:03:49.370 or zero economic profits. 00:03:49.370 --> 00:03:50.972 Normal profits. 00:03:50.972 --> 00:03:53.524 So this is our initial equilibrium for the market side -- 00:03:53.524 --> 00:03:56.573 quantity demanded is equal to the quantity supplied. 00:03:56.573 --> 00:03:59.835 And on the firm side, price is equal to marginal cost, 00:03:59.835 --> 00:04:02.638 so firms are profit maximizing, and price is equal 00:04:02.638 --> 00:04:06.854 to average cost, so profits are normal or zero. 00:04:07.831 --> 00:04:10.589 Okay, now let's look at what happens 00:04:10.589 --> 00:04:12.517 when we increase demand. 00:04:12.517 --> 00:04:14.615 Two things are going to happen on the market side -- 00:04:14.615 --> 00:04:17.403 of course the demand curve will shift out pushing up the price 00:04:17.403 --> 00:04:19.036 to a new equilibrium. 00:04:19.036 --> 00:04:21.383 On the firm side, as the price goes up 00:04:21.383 --> 00:04:25.152 the firm will be expanding along its marginal cost curve. 00:04:25.152 --> 00:04:27.584 Let's look at the market -- both of these things 00:04:27.584 --> 00:04:29.204 are going to happen simultaneously -- 00:04:29.204 --> 00:04:30.791 let's look at what happens in the market 00:04:30.791 --> 00:04:33.749 and then we'll do it again to focus on the representative firm. 00:04:34.028 --> 00:04:36.841 So here we go -- an increase in demand -- 00:04:36.841 --> 00:04:40.619 the price shifts up, we come to a new equilibrium 00:04:40.619 --> 00:04:45.888 at point B on the market side, and as I said each firm expands 00:04:45.888 --> 00:04:49.756 along its marginal cost curve so we have a new equilibrium 00:04:49.756 --> 00:04:53.174 for the representative firm, also at point B. 00:04:53.174 --> 00:04:55.247 Now in case you missed it, let's show that again. 00:04:55.247 --> 00:04:56.920 For the representative firm, looking now 00:04:56.920 --> 00:04:58.308 at the representative firm. 00:04:58.710 --> 00:05:00.737 Now looking at the representative firm, 00:05:00.737 --> 00:05:04.612 here is the increase in demand -- it drives price up 00:05:04.612 --> 00:05:08.577 as it does so each firm expands along its marginal cost curve. 00:05:08.871 --> 00:05:12.308 In fact, the reason why the supply curve 00:05:12.308 --> 00:05:16.914 in the short run is upward sloping is precisely that each firm 00:05:16.914 --> 00:05:20.279 currently in the industry is expanding 00:05:20.279 --> 00:05:23.500 as price increases along its marginal cost curve. 00:05:23.500 --> 00:05:26.132 By the short run, what we actually mean, 00:05:26.132 --> 00:05:30.352 is the time period before new firms have a chance to enter 00:05:30.352 --> 00:05:31.688 into the industry. 00:05:31.688 --> 00:05:36.264 So the entire increase in supply in the short run is being driven 00:05:36.264 --> 00:05:40.958 by the increased output of currently existing firms 00:05:40.958 --> 00:05:46.160 as they expand to take advantage of the increase in price. 00:05:46.975 --> 00:05:51.200 Now notice that initially, the representative firm 00:05:51.200 --> 00:05:55.073 was making zero economic profit, it was making normal profits. 00:05:55.073 --> 00:05:57.715 With the increase in demand, they're making positive, 00:05:57.715 --> 00:05:59.550 above normal profits. 00:05:59.550 --> 00:06:03.673 Remember profit is price minus average cost times quantity. 00:06:03.673 --> 00:06:06.943 So profit here is positive, it's above normal. 00:06:06.943 --> 00:06:11.042 And those above normal profits are going to attract other firms. 00:06:11.042 --> 00:06:13.995 Other firms are going to say, "I want a piece of the action. 00:06:13.995 --> 00:06:15.971 I want a piece of the pie." 00:06:15.971 --> 00:06:19.392 Remember when price is above average cost, 00:06:19.392 --> 00:06:22.110 that's when new firms enter into the industry. 00:06:22.431 --> 00:06:25.010 So what is that entry going to do? 00:06:25.010 --> 00:06:26.380 Well, it's going to do two things. 00:06:26.380 --> 00:06:28.839 On the market side, it's going to shift out 00:06:28.839 --> 00:06:30.807 the short-run supply curve. 00:06:30.807 --> 00:06:33.132 It's going to shift the short-run supply curve 00:06:33.132 --> 00:06:38.296 to the right, and as that happens, price is going to be pushed down. 00:06:38.296 --> 00:06:41.915 As price is pushed down, each firm will contract 00:06:41.915 --> 00:06:46.244 along its marginal cost curve, profits falling all the way 00:06:46.244 --> 00:06:47.346 until we reach a point 00:06:47.346 --> 00:06:49.732 of normal economic profits once again. 00:06:49.732 --> 00:06:51.689 So let's show this again, we'll show it twice, 00:06:51.689 --> 00:06:53.372 first of all we can look at the market side 00:06:53.372 --> 00:06:55.548 and then we'll look at the representative firm. 00:06:55.548 --> 00:06:59.466 So, profits in the short run are going to attract new entry. 00:06:59.466 --> 00:07:01.914 As we get new entry, the supply curve 00:07:01.914 --> 00:07:04.454 in the short run expands, shifts outward, 00:07:04.454 --> 00:07:06.901 pushing down the price until we reach 00:07:06.901 --> 00:07:09.929 a new long run equilibrium which is here 00:07:09.929 --> 00:07:13.507 and until profits are zero over here. 00:07:13.507 --> 00:07:16.506 Again, now let's look at this again for the representative firm. 00:07:17.007 --> 00:07:19.484 Okay here's the representative firm on the right. 00:07:19.484 --> 00:07:21.468 As profits attract entry 00:07:21.468 --> 00:07:24.111 entry is going to push price down and here we go, 00:07:24.111 --> 00:07:25.409 let's see what happens. 00:07:25.409 --> 00:07:27.519 As the price goes down, each firm contracts 00:07:27.519 --> 00:07:29.320 along its marginal cost curve. 00:07:29.320 --> 00:07:33.470 In fact, we can now see why the long run cost curve is flat. 00:07:33.852 --> 00:07:38.281 Because we begin at point A at the minimum point 00:07:38.281 --> 00:07:43.274 of the average cost curve, and we end at point C, 00:07:43.284 --> 00:07:46.206 here's point C, which is also at the minimum point 00:07:46.206 --> 00:07:48.129 of the average cost curve. 00:07:48.129 --> 00:07:52.601 So the long run supply curve is flat at the minimum point 00:07:52.601 --> 00:07:54.483 of the average cost curve. 00:07:54.502 --> 00:07:58.841 Now where does our assumption of constant industry cost come in? 00:07:58.841 --> 00:08:00.254 It comes in right here. 00:08:00.254 --> 00:08:04.153 Because the idea is that when the industry expands 00:08:04.153 --> 00:08:07.707 with new entry, that isn't driving up 00:08:07.707 --> 00:08:10.178 the representative firm's costs. 00:08:10.178 --> 00:08:14.204 And the reason that is, is that this industry is small 00:08:14.204 --> 00:08:16.354 relative to its input markets. 00:08:16.354 --> 00:08:19.750 So when this industry expands, it doesn't drive up the price 00:08:19.750 --> 00:08:20.901 of its inputs. 00:08:20.901 --> 00:08:24.341 That means that this average cost curve isn't changing 00:08:24.341 --> 00:08:27.885 as the industry expands or contracts. 00:08:27.885 --> 00:08:30.834 Because this cost curve for the representative firm 00:08:30.834 --> 00:08:33.674 isn't changing, the only equilibrium 00:08:33.674 --> 00:08:37.367 with zero economic profit is at the minimum point, 00:08:37.367 --> 00:08:39.417 is when price is equal to average cost. 00:08:39.417 --> 00:08:43.273 So that's always going to -- price is going to be driven down 00:08:43.273 --> 00:08:46.765 in the long run to the minimum of this average cost curve, 00:08:46.765 --> 00:08:49.542 to the point where there's zero economic profits. 00:08:49.542 --> 00:08:54.535 So A and C are along a long-run industry supply curve, 00:08:54.535 --> 00:08:56.767 which is flat. 00:08:57.096 --> 00:09:00.184 All right, that's a huge amount to take in. 00:09:00.184 --> 00:09:03.441 Let's just go over it briefly using this diagram. 00:09:04.050 --> 00:09:07.732 We began with an initial equilibrium at point A, 00:09:07.732 --> 00:09:10.452 an increase in demand pushed us in the short run 00:09:10.452 --> 00:09:15.372 to point B, where each firm was making positive profits. 00:09:15.759 --> 00:09:19.635 Those profits attracted new firms into the industry. 00:09:19.635 --> 00:09:22.409 Those new firms shifted to the right, 00:09:22.409 --> 00:09:26.239 the short-run supply curve, pushing prices down 00:09:26.239 --> 00:09:30.083 until we reach a new point of long-run equilibrium. 00:09:30.083 --> 00:09:32.557 That new point of long-run equilibrium 00:09:32.557 --> 00:09:34.811 is precisely when we're back to zero 00:09:34.811 --> 00:09:37.893 or normal economic profits at the minimum point 00:09:37.893 --> 00:09:39.539 of the average cost curve. 00:09:39.539 --> 00:09:43.580 The average cost curve isn't shifting because input prices 00:09:43.580 --> 00:09:47.532 aren't changing as this industry expands or contracts, 00:09:47.532 --> 00:09:51.028 and that's why the long-run supply curve is flat. 00:09:51.701 --> 00:09:55.328 Whew! All right. That was a lot. What else? 00:09:55.773 --> 00:09:58.908 So we've now shown how an increase in cost industry leads 00:09:58.908 --> 00:10:00.964 to an upward sloped supply curve. 00:10:00.964 --> 00:10:02.626 A constant cost industry leads 00:10:02.626 --> 00:10:05.342 to a flat or horizontal supply curve. 00:10:05.342 --> 00:10:08.431 And we're about to show how a decreasing cost industry, 00:10:08.431 --> 00:10:12.134 the unusual case, leads to a downward sloped supply curve, 00:10:12.134 --> 00:10:13.929 at least over some range. 00:10:13.929 --> 00:10:15.532 Let's do that next. 00:10:16.570 --> 00:10:18.215 - [Narrator] If you want to test yourself, 00:10:18.215 --> 00:10:20.201 click "Practice Questions," 00:10:20.201 --> 00:10:23.694 or if you're ready to move on, just click, "Next Video." 00:10:23.694 --> 00:10:28.429 ♪ [music] ♪