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Консультация № 191995
04.12.2017, 19:55
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Здравствуйте, уважаемые эксперты! Прошу вас ответить на следующий вопрос:
найти три первых отличных от нуля члена разложения в ряд Маклорейна функции y=ƒ(x) являющейся частным решением дифференциального уравнения yn=x+y cosx при данных начальных условиях y(0)=1 y1(0)=п/3
найти три первых отличных от нуля члена разложения в ряд Маклорейна функции y=ƒ(x) являющейся частным решением дифференциального уравнения yn=x+y cosx при данных начальных условиях y(0)=1 y1(0)=п/3
Обсуждение
04.12.2017, 21:32
общий
найти при первых отличных от нуля члена разложения в ряд Маклорейна функции y=ƒ(x) являющейся частным решением дифференциального уравнения yn=x+y cosx при данных начальных условиях y(0)=1 y1(0)=пи/3
04.12.2017, 21:34
общий
Адресаты:
мне не нужно все задание, у Вас тригонометрическое уравнение некорректное
09.12.2017, 11:56
общий
09.12.2017, 11:58
Адресаты:
belozerskih_1980 найти три первых отличных от нуля члена разложения в ряд Маклорейна функции y=?(x) являющейся частным решением дифференциального уравнения yn=x+y cosx при данных начальных условиях y(0)=1 y1(0)=п/3
Что означает yn и y1(0)?
Об авторе:
Facta loquuntur.
Facta loquuntur.
16.12.2017, 10:32
общий
найти при первых отличных от нуля члена разложения в ряд Маклорейна функции y=ƒ(x) являющейся частным решением дифференциального уравнения y^n=x+y cosx при данных начальных условиях y(0)=1 y^1(0)=π/3
16.12.2017, 10:56
общий
найти при первых отличных от нуля члена разложения в ряд Маклорейна функции y=ƒ(x) являющейся частным решением дифференциального уравнения y’’=x+y cosx при данных начальных условиях y(0)=1 y’(0)=Π/3
16.12.2017, 12:12
общий
Адресаты:
Елена Васильевна 
Вы можете это сделать, если считаете нужным. Но зачем, если автор вопроса больше десяти дней не мог уделить внимание заданию?
Об авторе:
Facta loquuntur.
Facta loquuntur.
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