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yanında y üssü artı x bölü x iki eşittir x üzeri eksi bir bölü iki çarpı y üzeri üç bölü iki denklemi verilmiştir.","Denklemi x iki ile bölerek ve y üzeri eksi iki eşittir u dönüşümü yaparak lineer diferansiyel denklem haline getirilmiştir.","Lineer denklemin çözümü için integrasyon çarpanı e üzeri integral px dx hesaplanarak ve integral alınarak genel çözüm bulunmuştur."]},"beginTime":391,"endTime":599,"href":"/video/preview/9635243254407319317?parent-reqid=1765356144255786-17435865865371893776-balancer-l7leveler-kubr-yp-vla-11-BAL&text=The+September+Equation+-+Topic&t=391&ask_summarization=1"},{"index":3,"title":"Bernoulli Diferansiyel Denkleminin Çözümü","list":{"type":"unordered","items":["Diferansiyel denklemin genel çözümü için önce y'nin katsayısından kurtulmak için her iki tarafı x'e bölerek y'nin türevi artı iki x y eşittir x çarpı y üzeri eksi üç ifadesi elde edilir.","Sağ taraftaki x'li ifadenin yanındaki y'den kurtulmak için her iki tarafı y küple çarpıp, y üzeri dört 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