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Консультация № 186001
10.05.2012, 20:24
93.95 руб.
0
7
3
Уважаемые эксперты! Пожалуйста, разберите по примерчику:
Обсуждение
10.05.2012, 21:22
общий
это ответ
Здравствуйте, LfiN!
7.
равносильно
,
.
Что равносильно
или
,
где n и m - произвольные целые числа.
Итак
или
.
Но это равносильно
.
7.
равносильно
,.Что равносильно
или
,где n и m - произвольные целые числа.
Итак
или
.Но это равносильно
.
10.05.2012, 21:48
общий
это ответ
Здравствуйте, LfiN!
3.
cos (x/2-[$8719$]/6)=- [$8730$]2/2,
x/2-[$8719$]/6=[$177$]arccos(- [$8730$]2/2)+2[$8719$]n, n[$8712$]Z,
x/2-[$8719$]/6=[$177$]3[$8719$]/4+2[$8719$]n, n[$8712$]Z,
x/2=[$8719$]/6[$177$]3[$8719$]/4+2[$8719$]n, n[$8712$]Z,
x=[$8719$]/3[$177$]3[$8719$]/2+4[$8719$]n, n[$8712$]Z,
x1=11[$8719$]/6+4[$8719$]n, x2=-7[$8719$]/6+4[$8719$]n, n[$8712$]Z.
3.
cos (x/2-[$8719$]/6)=- [$8730$]2/2,
x/2-[$8719$]/6=[$177$]arccos(- [$8730$]2/2)+2[$8719$]n, n[$8712$]Z,
x/2-[$8719$]/6=[$177$]3[$8719$]/4+2[$8719$]n, n[$8712$]Z,
x/2=[$8719$]/6[$177$]3[$8719$]/4+2[$8719$]n, n[$8712$]Z,
x=[$8719$]/3[$177$]3[$8719$]/2+4[$8719$]n, n[$8712$]Z,
x1=11[$8719$]/6+4[$8719$]n, x2=-7[$8719$]/6+4[$8719$]n, n[$8712$]Z.
5
10.05.2012, 23:21
общий
10.05.2012, 23:25
Адресаты:
благодарю за ответ, вот только не ясно какое преобразование сделали в 7 задании
10.05.2012, 23:27
общий
Адресаты:
х равно 30 градусов + период 120 градусов, то есть 30, 150, 270 и т. д.
Но х не равно 270, остаются 30 и 150.
Но х не равно 270, остаются 30 и 150.
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