0:00:00.760,0:00:02.395 Burada Rieman cəmimiz var. 0:00:02.395,0:00:04.925 Limiti n sonsuzluğa yaxınlaşırmış kimi[br]götürəcəyik 0:00:04.925,0:00:06.157 və bu videoda 0:00:06.157,0:00:08.137 bu ifadəni müəyyən inteqral şəklində 0:00:08.137,0:00:09.756 yenidən yazmağı sınayacağıq. 0:00:09.756,0:00:11.176 Videonu dayandırıb 0:00:11.176,0:00:14.775 misalı özünüz həll etməyə[br]çalışa bilərsiniz. 0:00:14.775,0:00:16.054 Gəlin 0:00:16.054,0:00:20.428 Rieman cəminin müəyyən inteqralla[br]necə əlaqəli olduğunu xatırlayaq. 0:00:20.428,0:00:24.345 Əgər[br]a-dan b-yə 0:00:27.287,0:00:29.120 f(x) dx-in müəyyən inteqralı varsa, 0:00:34.052,0:00:36.391 başqa videolardan da bildiyimiz kimi, 0:00:36.391,0:00:38.900 o, 0:00:38.900,0:00:43.067 n sonsuzluğa yaxınlaşdıqda 0:00:44.743,0:00:47.076 i bərabərdir 1-dən n-ə cəmin limitinə[br]bərabər olacaq. 0:00:47.918,0:00:49.566 Əslində, 0:00:49.566,0:00:51.720 biz enini 0:00:51.720,0:00:55.093 delta x şəklində yazacağımız düzbucaqlıların 0:00:55.093,0:00:57.260 cəmini tapacağıq. 0:00:58.142,0:01:00.916 Yəni enimiz 0:01:00.916,0:01:02.777 delta x olacaq və 0:01:02.777,0:01:03.736 hündürlüyümüz 0:01:03.736,0:01:06.292 funksiyanın 0:01:06.292,0:01:08.434 0:01:08.434,0:01:10.128 0:01:10.128,0:01:12.799 0:01:12.799,0:01:14.412 0:01:14.412,0:01:18.580 0:01:18.580,0:01:22.747 0:01:23.775,0:01:25.198 0:01:25.198,0:01:26.942 0:01:26.942,0:01:28.962 0:01:28.962,0:01:31.356 0:01:31.356,0:01:34.630 0:01:34.630,0:01:35.963 0:01:37.058,0:01:38.623 0:01:38.623,0:01:40.649 0:01:40.649,0:01:42.383 0:01:42.383,0:01:44.373 0:01:44.373,0:01:47.406 0:01:47.406,0:01:49.129 0:01:49.129,0:01:51.952 0:01:51.952,0:01:53.330 0:01:53.330,0:01:56.830 0:01:58.463,0:02:00.079 0:02:00.079,0:02:02.496 0:02:03.583,0:02:05.575 0:02:05.575,0:02:08.110 0:02:08.110,0:02:10.572 0:02:10.572,0:02:12.368 0:02:12.368,0:02:14.572 0:02:14.572,0:02:17.191 0:02:17.191,0:02:19.582 0:02:19.582,0:02:22.798 0:02:22.798,0:02:26.965 0:02:28.275,0:02:30.816 0:02:30.816,0:02:33.469 0:02:33.469,0:02:36.660 0:02:36.660,0:02:38.109 0:02:38.109,0:02:41.089 0:02:41.089,0:02:43.148 0:02:43.148,0:02:45.077 0:02:45.077,0:02:48.638 0:02:48.638,0:02:52.138 0:02:53.580,0:02:55.199 0:02:55.199,0:02:56.205 0:02:56.205,0:02:58.887 0:02:58.887,0:03:00.553 0:03:00.553,0:03:03.189 0:03:03.189,0:03:05.943 0:03:05.943,0:03:08.481 0:03:08.481,0:03:12.178 0:03:12.178,0:03:15.304 0:03:15.304,0:03:17.614 0:03:17.614,0:03:20.031 0:03:21.891,0:03:23.891 0:03:29.404,0:03:31.102 0:03:31.102,0:03:34.391 0:03:34.391,0:03:35.520 0:03:35.520,0:03:38.437 0:03:39.364,0:03:41.614 0:03:43.137,0:03:44.720 0:03:45.845,0:03:47.012 0:03:50.510,0:03:52.523 0:03:52.523,0:03:55.754 0:03:55.754,0:03:57.861 0:03:57.861,0:03:58.699 0:03:58.699,0:04:02.449 0:04:03.811,0:04:05.551 0:04:05.551,0:04:08.654 0:04:08.654,0:04:09.623 0:04:09.623,0:04:11.205 0:04:11.205,0:04:13.182 0:04:13.182,0:04:14.582 0:04:14.582,0:04:19.356 0:04:19.356,0:04:21.689 0:04:27.386,0:04:30.258 0:04:30.258,0:04:33.211 0:04:33.211,0:04:35.664 0:04:35.664,0:04:37.664 0:04:38.582,0:04:42.932 0:04:42.932,0:04:46.571 0:04:46.571,0:04:48.154 0:04:48.154,0:04:51.505 0:04:51.505,0:04:52.538 0:04:52.538,0:04:55.085 0:04:55.085,0:04:59.054 0:04:59.054,0:05:01.573 0:05:01.573,0:05:02.654 0:05:02.654,0:05:04.273 0:05:04.273,0:05:06.319 0:05:06.319,0:05:11.104 0:05:11.104,0:05:14.172 0:05:14.172,0:05:16.270 0:05:16.270,0:05:19.966 0:05:19.966,0:05:22.298 0:05:22.298,0:05:24.638 0:05:24.638,0:05:26.788 0:05:26.788,0:05:30.121 0:05:32.158,0:05:33.996 0:05:33.996,0:05:35.746 0:05:36.687,0:05:38.564 0:05:38.564,0:05:40.310 0:05:40.310,0:05:43.320 0:05:43.320,0:05:45.218 0:05:45.218,0:05:47.988 0:05:47.988,0:05:49.561 0:05:49.561,0:05:53.311 0:05:55.150,0:05:57.650 0:05:58.484,0:06:00.800 0:06:00.800,0:06:02.725 0:06:02.725,0:06:04.879 0:06:04.879,0:06:06.866 0:06:06.866,0:06:09.038 0:06:09.038,0:06:10.455 0:06:12.201,0:06:13.555 0:06:13.555,0:06:17.305 0:06:18.905,0:06:20.322 0:06:21.498,0:06:23.414 0:06:23.414,0:06:25.384 0:06:25.384,0:06:28.263 0:06:28.263,0:06:30.046 0:06:30.046,0:06:33.129