WEBVTT 00:00:00.534 --> 00:00:03.773 Aşağıdakı tənlikdə diferensiallanan 00:00:03.773 --> 00:00:05.965 x və y funskiyaları verilib. 00:00:05.965 --> 00:00:08.715 sinus(x) üstəgəl kosinus(y) 00:00:09.578 --> 00:00:12.479 kök altında 2-yə bərabərdir. 00:00:12.479 --> 00:00:15.128 Həmçinin bizə x-in t-yə görə törəməsinin 00:00:15.128 --> 00:00:17.897 5 olduğu verilib. 00:00:17.897 --> 00:00:21.530 y pi bölünsün 4-ə bərabər, x 0-dan böyük 00:00:21.530 --> 00:00:25.145 və pi bölünsün 2-dən kiçik olduqda, bizdən y-in t-yə görə 00:00:25.145 --> 00:00:29.789 törəməsi soruşulur. 00:00:29.789 --> 00:00:32.365 Bizə x-in t-yə görə törəməsi verilib və 00:00:32.365 --> 00:00:34.685 y-in t-yə əsasən törəməsi 00:00:34.685 --> 00:00:37.134 istənilir, 00:00:37.134 --> 00:00:41.301 x və y t-dən asılı funksiyalardır. 00:00:42.403 --> 00:00:45.751 Bu tənliyi belə də yaza bilərsiniz. 00:00:45.751 --> 00:00:48.584 Belə ki, sinus(x(t)) 00:00:50.683 --> 00:00:53.040 üstəgəl 00:00:53.040 --> 00:00:53.957 kosinus(y(t)), 00:00:55.815 --> 00:00:58.398 o da bərabərdir 00:00:59.499 --> 00:01:02.082 kök altında 2-yə. 00:01:02.920 --> 00:01:04.542 Bir az qarışdıra bilərsiniz, 00:01:04.542 --> 00:01:06.376 siz x-i 3-cü dəyişən kimi və ya 00:01:06.376 --> 00:01:08.524 y-i, x-dən fərqli funksiyadan asılı olmasını 00:01:08.524 --> 00:01:10.068 görməmisiniz. 00:01:10.068 --> 00:01:11.740 Amma burada x və y dəyişənlərdir. 00:01:11.740 --> 00:01:15.419 x(t) və y(t) əvəzinə burada 00:01:15.419 --> 00:01:17.605 f(t) və ya g(t) də yazıla bilər, 00:01:17.605 --> 00:01:19.503 bu sizə 00:01:19.503 --> 00:01:23.170 00:01:24.186 --> 00:01:26.264 00:01:26.264 --> 00:01:29.952 00:01:29.952 --> 00:01:31.357 00:01:31.357 --> 00:01:33.303 00:01:33.303 --> 00:01:36.541 00:01:36.541 --> 00:01:38.035 00:01:38.035 --> 00:01:41.001 00:01:41.001 --> 00:01:42.338 00:01:42.338 --> 00:01:46.547 00:01:46.547 --> 00:01:49.764 00:01:49.764 --> 00:01:51.444 00:01:51.444 --> 00:01:53.114 00:01:53.114 --> 00:01:56.622 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