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Консультация № 193104
17.04.2018, 17:41
0.00 руб.
17.04.2018, 17:44
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Уважаемые эксперты! Пожалуйста, ответьте на вопрос:
Найти математическое ожидание m_Х (t), корреляционную функцию K_X (t_1,t_2), дисперсию D_X (t) случайного процесса X(t).U,V - некоррелированные случайные величины.
X(t)=U sin(t)-Vt+t^5,UϵN(1;2),V∈P(2)
UN(m;σ) означает, что случайная величина U распределена по нормальному закону с математическим ожиданием m и дисперсией σ2.
UР(λ)- случайная величина U распределена по закону Пуассона с пара¬метром λ.
Заранее спасибо
Найти математическое ожидание m_Х (t), корреляционную функцию K_X (t_1,t_2), дисперсию D_X (t) случайного процесса X(t).U,V - некоррелированные случайные величины.
X(t)=U sin(t)-Vt+t^5,UϵN(1;2),V∈P(2)
UN(m;σ) означает, что случайная величина U распределена по нормальному закону с математическим ожиданием m и дисперсией σ2.
UР(λ)- случайная величина U распределена по закону Пуассона с пара¬метром λ.
Заранее спасибо
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