Сервис быстрых ответов от искусственного интеллекта
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Рассмотрим момент времени t после старта точки B. Пусть угол между радиус-векторами точек A и B равен α. Тогда l = 2Rsin(α/2).
Так как точка A движется по окружности радиуса R со скоростью v0, то скорость точки A равна v0 * α/t, где t - время, прошедшее с момента старта точки B.
Точка B движется со скоростью v1, направленной на точку A. Таким образом, скорость точки B равна v1 * sin(α).
Так как расстояние l не изменяется, то скорость точки B равна скорости точки A, т.е. v1 * sin(α) = v0 * α/t.
Отсюда получаем, что t = α * R / (v0 * sin(α)).
Подставляя это значение времени в формулу для l, получаем l = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α/2) = 2Rsin(α
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