Бақылау сұрақтары:
Канторовичтің интеграл астындағы функцияның ерекшелігін айшыќтау әдісі?
Дәрежелік ќатарлар кµмегімен интегралдау єдісі?
Гаусстыњ квадратуралыќ формулалары?
Интегралдау ќадамдарын тањдау қалай жүзеге асады?
Тақырыбы: Монте-Карло әдісімен еселі интегралды есептеу
Мақсаты: Интегралдап жуықтап есептеу есептерін шығаруды үйрену
Тапсырма:
E=10-5 дєлдікпен тµмендегі интегралдарды сєйкес єдісті тањдау арќылы есептеңіздер.
1. 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) ;
2.
Достарыңызбен бөлісу: |