0:00:00.000,0:00:05.676 ♪ [music] ♪ 0:00:08.886,0:00:11.557 - [Alex] In a competitive market,[br]we know that price is equal 0:00:11.557,0:00:13.933 to marginal cost and equilibrium. 0:00:13.933,0:00:16.767 In a market with a monopoly,[br]we now know the price 0:00:16.767,0:00:19.506 will be greater than marginal cost. 0:00:19.506,0:00:23.292 But how much greater?[br]What determines the markup? 0:00:23.292,0:00:24.854 What we're going[br]to show in this talk 0:00:24.854,0:00:27.525 is that the monopoly markup[br]depends upon 0:00:27.525,0:00:29.741 the elasticity of demand. 0:00:34.647,0:00:38.141 Okay, let's do a very brief review[br]where we ended up last time. 0:00:38.345,0:00:41.160 Everything on this diagram[br]should now be familiar. 0:00:41.160,0:00:43.325 We know how to find[br]the marginal revenue curve 0:00:43.325,0:00:45.568 as a curve starting out[br]on the vertical axis 0:00:45.568,0:00:47.100 at the same point[br]as the demand curve 0:00:47.100,0:00:48.579 with twice the slope. 0:00:48.579,0:00:50.855 We know that the profit[br]maximizing quantity is found 0:00:50.855,0:00:53.357 where marginal revenue[br]is equal to marginal cost. 0:00:53.357,0:00:56.642 And we know that we read[br]the profit maximizing price 0:00:56.642,0:00:59.662 as the highest price[br]that people are willing to pay 0:00:59.662,0:01:03.154 per unit for that quantity,[br]in this case that's $12.50. 0:01:03.606,0:01:07.009 The monopoly markup[br]is the difference between price 0:01:07.009,0:01:08.690 and marginal cost. 0:01:08.984,0:01:10.797 We know that[br]in a competitive market, 0:01:10.797,0:01:12.773 price would be equal[br]to marginal cost. 0:01:12.773,0:01:15.915 Here in equilibrium[br]we have price is much greater 0:01:15.915,0:01:18.729 than marginal cost,[br]that's a monopoly markup. 0:01:18.729,0:01:21.733 And we can also read[br]off this diagram, 0:01:22.233,0:01:26.010 total profits for the monopolist[br]which are above normal profits. 0:01:26.010,0:01:29.420 And profits are the difference[br]between price and average cost 0:01:29.420,0:01:32.181 times the quantity,[br]which is this shaded area. 0:01:32.181,0:01:34.268 Okay, that's a review. 0:01:34.268,0:01:39.082 Now let's give some intuition[br]for what determines the size 0:01:39.082,0:01:41.302 of the monopoly markup. 0:01:43.184,0:01:46.269 For intuition, let's go[br]to our case of a pharmaceutical. 0:01:46.269,0:01:50.078 Two effects are going to increase[br]the monopoly markup in this case. 0:01:50.078,0:01:52.980 First, the "you can't take it[br]with you" effect. 0:01:52.980,0:01:55.477 Namely, people[br]with serious illnesses 0:01:55.477,0:01:59.599 are going to be relatively[br]insensitive to the price 0:01:59.599,0:02:01.732 of life saving medicine. 0:02:01.732,0:02:04.359 You can't take it with you[br]so may as well spend all you have 0:02:04.359,0:02:05.823 trying to save your life. 0:02:05.823,0:02:09.242 If the price of a life saving[br]medicine goes up, 0:02:09.242,0:02:13.886 the quantity demanded[br]isn't going to go down very much. 0:02:14.698,0:02:18.114 Since the customers[br]are insensitive to the price, 0:02:18.114,0:02:21.285 the monopolist is going to say,[br]"Hey, I can increase the price 0:02:21.285,0:02:24.490 and they're still going to buy,[br]so I should increase the price. 0:02:24.490,0:02:28.080 It would be profit maximizing[br]for me to increase the price." 0:02:28.972,0:02:32.368 Another effect,[br]the "other people's money" effect. 0:02:32.368,0:02:34.783 If somebody else is paying [br]for the medicine, 0:02:34.783,0:02:38.201 the user, the consumer is going[br]to be less sensitive to the price. 0:02:38.201,0:02:40.927 And we know for pharmaceuticals[br]often the insurance company 0:02:40.927,0:02:43.612 or Medicaid or Medicare[br]or a government program, 0:02:43.612,0:02:45.669 they're going to be paying[br]for the pharmaceutical, 0:02:45.669,0:02:48.971 so that the person who[br]is demanding the pharmaceutical -- 0:02:48.971,0:02:50.494 they're not paying the price. 0:02:50.494,0:02:53.579 So even when the price goes up[br]they're still going to ask 0:02:53.579,0:02:56.004 for the pharmaceutical --[br]the quantity demanded 0:02:56.004,0:02:58.198 isn't going to go down very much. 0:02:58.429,0:03:00.186 So the conclusion here 0:03:00.186,0:03:05.493 is that the less sensitive[br]quantity demanded is to price, 0:03:05.493,0:03:07.963 the higher the markup[br]is going to be. 0:03:07.963,0:03:09.867 If people aren't sensitive[br]to the price, 0:03:09.867,0:03:13.121 the monopolist is going to say,[br]"Great. I can jack up the price 0:03:13.121,0:03:16.703 and still sell almost as much[br]as I did before." 0:03:17.277,0:03:21.678 In other words, the more inelastic[br]the demand curve, 0:03:21.678,0:03:24.957 the higher the markup,[br]and that's our basic lesson. 0:03:25.945,0:03:29.016 Now that we have the intuition,[br]let's test it with some diagrams, 0:03:29.016,0:03:30.242 some demand curves. 0:03:30.242,0:03:31.616 We have two demand curves. 0:03:31.616,0:03:34.266 Which is more elastic,[br]the demand curve on the right 0:03:34.266,0:03:36.038 or on the left? 0:03:36.798,0:03:40.593 The demand curve[br]on the left is more elastic. 0:03:41.022,0:03:44.974 The demand curve[br]on the right is more inelastic. 0:03:44.974,0:03:49.668 So going by our intuition,[br]we should expect a low markup 0:03:49.668,0:03:53.382 on the left and a high markup[br]on the right. 0:03:54.124,0:03:56.436 We know how to find[br]the profit maximizing prices 0:03:56.436,0:03:58.725 and quantities so let's do that. 0:03:58.725,0:04:00.773 First, starting on the left. 0:04:00.773,0:04:03.041 What we see is that[br]when the demand curve 0:04:03.041,0:04:07.845 is relatively elastic,[br]we get a small markup of price 0:04:07.845,0:04:09.949 over marginal cost. 0:04:09.949,0:04:11.952 What about on the right? 0:04:11.952,0:04:15.886 Well now we have[br]a relatively inelastic demand curve 0:04:15.886,0:04:20.400 and what we see is that price rises[br]well above marginal cost. 0:04:20.400,0:04:22.468 We have a relatively[br]inelastic demand 0:04:22.468,0:04:25.129 and we get a big markup. 0:04:25.129,0:04:30.356 Notice the marginal cost[br]for these two markets is the same. 0:04:30.715,0:04:34.708 What differs is that the demand[br]curve over here on the right 0:04:34.708,0:04:36.507 is more inelastic. 0:04:36.507,0:04:40.957 Remember the logic:[br]the monopolist sees the consumers 0:04:40.957,0:04:43.355 are insensitive to price. 0:04:43.355,0:04:46.509 So it knows[br]that if it raises price, 0:04:46.509,0:04:50.029 the quantity demanded[br]will fall by only a little. 0:04:50.039,0:04:52.847 Therefore, an increase[br]in price will increase 0:04:52.847,0:04:55.639 the monopolist's profits,[br]that's what it wants, 0:04:55.639,0:04:58.191 so the monopolist[br]will increase the price 0:04:58.191,0:05:01.571 and you get a big markup[br]of price over marginal cost. 0:05:02.035,0:05:05.849 Remember also[br]that for a competitive firm, 0:05:05.849,0:05:10.377 the demand for its product[br]is perfectly elastic 0:05:10.377,0:05:13.676 and in that case price[br]is equal to marginal cost. 0:05:13.676,0:05:14.835 So it makes sense 0:05:14.835,0:05:17.638 that the more elastic[br]the demand curve is 0:05:17.638,0:05:21.013 for a monopolist,[br]the closer the pricing decision 0:05:21.013,0:05:24.298 of the monopolist is[br]to that of a competitive firm. 0:05:24.704,0:05:26.519 So when the demand curve[br]for the monopolist 0:05:26.519,0:05:30.165 is relatively elastic,[br]price is going to be close 0:05:30.165,0:05:31.674 to marginal cost. 0:05:31.674,0:05:34.830 The more elastic[br]the demand curve gets 0:05:34.830,0:05:36.360 for the monopolist, 0:05:36.360,0:05:40.822 the closer the monopolist's profit[br]maximizing output is 0:05:40.822,0:05:42.609 to that of a competitive firm. 0:05:42.609,0:05:44.832 Price gets closer to marginal cost. 0:05:44.832,0:05:45.999 Okay, very good. 0:05:45.999,0:05:49.769 Again remember, big lesson,[br]the more inelastic demand, 0:05:49.769,0:05:51.441 the bigger the markup. 0:05:51.904,0:05:54.913 Let's now try to see[br]if we can use our theory 0:05:54.913,0:05:57.096 to solve a pricing puzzle. 0:05:57.375,0:06:00.147 I recently looked at some flights[br]on American Airlines 0:06:00.147,0:06:03.656 and what I found was that a flight[br]from Washington to Dallas 0:06:03.656,0:06:08.878 was more expensive than a flight[br]from Washington to San Francisco. 0:06:09.108,0:06:11.654 Now, there's two things[br]which are puzzling about that. 0:06:11.654,0:06:15.792 First, San Francisco is obviously[br]much farther from Washington 0:06:15.792,0:06:18.048 than is Dallas,[br]so you'd expect the cost, 0:06:18.048,0:06:20.718 fuel cost and so forth,[br]to be higher. 0:06:21.129,0:06:25.412 Second, the puzzle is even deeper[br]because the flight from Washington 0:06:25.412,0:06:29.006 to San Francisco[br]ran through Dallas. 0:06:29.367,0:06:32.993 In fact, the Washington[br]to Dallas segment 0:06:32.993,0:06:35.433 of the Washington[br]to San Francisco flight 0:06:35.433,0:06:40.188 was exactly the same flight[br]as the Washington to Dallas flight. 0:06:41.022,0:06:44.074 So why would one segment[br]of the Washington 0:06:44.074,0:06:47.428 to San Francisco flight[br]be more expensive 0:06:47.428,0:06:49.182 than the entire flight? 0:06:50.234,0:06:53.652 The answer requires knowing[br]something about how airlines 0:06:53.652,0:06:55.535 are structured[br]in the United States. 0:06:56.127,0:06:58.770 Most of the airlines[br]have a hub airport, 0:06:58.770,0:07:00.722 often near the center[br]of the country, 0:07:00.722,0:07:03.288 that's dominated[br]by one particular airline. 0:07:03.606,0:07:06.228 In the case[br]of American Airlines, it's Dallas. 0:07:06.228,0:07:08.090 In the case of United,[br]it's Chicago. 0:07:08.090,0:07:12.166 Northwest dominates Minnesota,[br]St. Paul, and so forth. 0:07:12.172,0:07:15.083 What this means is that if you[br]want to fly to Dallas 0:07:15.083,0:07:18.440 at a convenient time,[br]you're much more likely to find 0:07:18.440,0:07:22.660 a good flight on American Airlines[br]than on another airline. 0:07:22.660,0:07:25.152 And if you want to fly[br]to Minneapolis, St. Paul, 0:07:25.152,0:07:26.819 it's going to be[br]much more convenient 0:07:26.819,0:07:29.179 to fly Northwest and so forth. 0:07:29.477,0:07:33.540 Okay, does that give you any ideas[br]about solving the puzzle? 0:07:34.717,0:07:37.499 Think about someone flying[br]from Washington to Dallas, 0:07:37.499,0:07:39.644 what options do they have? 0:07:39.644,0:07:42.726 Not many.[br]There are few substitutes. 0:07:42.726,0:07:47.274 And few substitutes[br]means inelastic demand. 0:07:48.307,0:07:51.666 Now think about someone flying[br]from Washington to San Francisco. 0:07:51.666,0:07:55.222 What options do they have?[br]Well, they have lots. 0:07:55.222,0:07:59.350 They could fly through Chicago[br]or they could fly through Denver 0:07:59.350,0:08:03.104 or Minneapolis, St. Paul[br]or they could fly direct. 0:08:03.104,0:08:06.081 There are many more[br]good options of flying 0:08:06.081,0:08:09.330 from Washington to San Francisco,[br]since San Francisco 0:08:09.330,0:08:11.572 isn't a hub city. 0:08:12.207,0:08:13.486 So what do we see? 0:08:13.486,0:08:16.419 Well, we see that the demand[br]for the Washington 0:08:16.419,0:08:20.108 to San Francisco flight[br]is going to be relatively elastic 0:08:20.108,0:08:22.632 and the demand[br]for the Washington to Dallas flight 0:08:22.632,0:08:25.016 is relatively inelastic. 0:08:25.016,0:08:29.378 And what our theory tells us[br]is that with the elastic demand, 0:08:29.378,0:08:31.569 we get a low markup. 0:08:31.569,0:08:35.513 With the inelastic demand,[br]we get a high markup. 0:08:35.513,0:08:37.775 So the theory[br]is completely consistent 0:08:37.775,0:08:40.896 with this pricing puzzle[br]and it explains the puzzle. 0:08:42.028,0:08:43.660 - [Narrator] If you want[br]to test yourself, 0:08:43.660,0:08:45.781 click "Practice Questions." 0:08:45.781,0:08:49.592 Or if you're ready to move on,[br]just click "Next Video." 0:08:49.592,0:08:53.802 ♪ [music] ♪