1 00:00:00,220 --> 00:00:02,737 V posledním videu jsme se začali zabývat 2 00:00:02,737 --> 00:00:04,736 "spotřební funkcí". 3 00:00:04,736 --> 00:00:06,331 Je to vcelku jednoznačné. 4 00:00:06,331 --> 00:00:08,234 Tato funkce popisuje 5 00:00:08,234 --> 00:00:12,138 jak celkový přijem ovlivňuje celkovou spotřebu. 6 00:00:12,138 --> 00:00:14,479 Začali jsme s jednoduchým modelem, 7 00:00:14,479 --> 00:00:16,233 s prostou spotřební funkcí. 8 00:00:16,233 --> 00:00:17,536 Lineární funkcí. 9 00:00:17,536 --> 00:00:19,313 Měli jste nějákou základní úroveň spotřeby, 10 00:00:19,313 --> 00:00:21,007 bez ohledu na celkový příjem 11 00:00:21,007 --> 00:00:22,977 a potom jste měli nějakou spotřebu, 12 00:00:22,977 --> 00:00:25,143 která byla dána nějakým 13 00:00:25,143 --> 00:00:27,276 disponibilním příjmem. 14 00:00:27,276 --> 00:00:30,149 Pokud to zakreslíme, dostaneme přímku. 15 00:00:30,149 --> 00:00:32,005 Mám tady přímku. 16 00:00:32,005 --> 00:00:33,400 V tom videu jsem upozornil, 17 00:00:33,400 --> 00:00:35,312 že to není jediný způsob, 18 00:00:35,312 --> 00:00:37,413 jak popsat spořební funkci. 19 00:00:37,413 --> 00:00:39,867 Mohli byste použít hezčí matematické pomůcky. 20 00:00:39,867 --> 00:00:42,137 Možná dokáže sestrojit spotřební funkci. 21 00:00:42,137 --> 00:00:43,360 Můžete podoknout. 22 00:00:43,360 --> 00:00:45,002 Můžete podotknout, že "mezní sklon 23 00:00:45,002 --> 00:00:47,532 ke spotřebě" je větší při nizších úrovních 24 00:00:47,532 --> 00:00:50,401 disponibilního příjmu, ten klesá 25 00:00:50,401 --> 00:00:52,199 acelkový disponibilní přijem 26 00:00:52,199 --> 00:00:54,004 když celkový disponibilní příjem roste. 27 00:00:54,004 --> 00:00:55,822 Možná si řeknete, že bychom 28 00:00:55,822 --> 00:00:57,741 si mohli vzít hezčí spotřební funkci, 29 00:00:57,741 --> 00:00:59,902 která by graficky vypadala takto 30 00:00:59,902 --> 00:01:01,407 a potom byste museli použít 31 00:01:01,407 --> 00:01:03,872 hezčí čísla, než jsme použili tady. 32 00:01:03,872 --> 00:01:05,400 V tomto videu bych se rád 33 00:01:05,400 --> 00:01:08,153 zaměřil na lineární model. 34 00:01:08,153 --> 00:01:10,074 Ten důvod je jediný, 35 00:01:10,074 --> 00:01:12,817 je to jednodušší. 36 00:01:12,817 --> 00:01:14,486 Lépe se s tím pracuje. 37 00:01:14,486 --> 00:01:16,933 Je to model, který lidé používají, 38 00:01:16,933 --> 00:01:18,736 když se seznamují 39 00:01:18,736 --> 00:01:20,668 se spotřeební funkcí 40 00:01:20,668 --> 00:01:24,133 a následně na to navazující látku, 41 00:01:24,133 --> 00:01:25,600 kterou uvidíte v tomto videu, 42 00:01:25,600 --> 00:01:27,129 "keynesiánský kříž". 43 00:01:27,129 --> 00:01:29,160 Co teď udělám jsou dvě věci. 44 00:01:29,160 --> 00:01:31,069 Udělám tuto spotřební funkci obecnou. 45 00:01:31,069 --> 00:01:32,935 napíšu to tak, 46 00:01:32,935 --> 00:01:35,334 aby to nebyla funkce pouze dosponibilního příjmu, 47 00:01:35,334 --> 00:01:38,067 ani celkovového disponibilního příjmu, 48 00:01:38,067 --> 00:01:39,493 který jste viděli v posledním videu, 49 00:01:39,493 --> 00:01:43,131 ale jako funkce příjmu, celkového příjmu. 50 00:01:43,131 --> 00:01:45,566 51 00:01:45,566 --> 00:01:46,820 52 00:01:46,820 --> 00:01:48,075 53 00:01:48,075 --> 00:01:49,402 54 00:01:49,402 --> 00:01:51,071 55 00:01:51,071 --> 00:01:54,408 56 00:01:54,408 --> 00:01:58,707 57 00:01:58,707 --> 00:02:00,266 58 00:02:00,266 --> 00:02:02,390 59 00:02:02,390 --> 00:02:04,810 60 00:02:04,810 --> 00:02:06,063 61 00:02:06,063 --> 00:02:08,476 62 00:02:08,476 --> 00:02:10,663 63 00:02:10,663 --> 00:02:13,892 64 00:02:13,892 --> 00:02:17,394 65 00:02:17,394 --> 00:02:20,328 66 00:02:20,328 --> 00:02:23,991 67 00:02:23,991 --> 00:02:30,922 68 00:02:30,922 --> 00:02:32,662 69 00:02:32,662 --> 00:02:34,265 70 00:02:34,265 --> 00:02:36,451 71 00:02:36,451 --> 00:02:39,591 72 00:02:39,591 --> 00:02:42,396 73 00:02:42,396 --> 00:02:44,884 74 00:02:44,884 --> 00:02:46,379 75 00:02:46,379 --> 00:02:48,258 76 00:02:48,258 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