3 вариант
| 4 вариант
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1. Автомобиль движется со скоростью 108 км/ч. Определить ускорение автомобиля, если через 3 минуты он остановится.
| 1. Троллейбус трогается с места с ускорением 2 м/с2. Какую скорость приобретает троллейбус за 7 минут?
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2. Зависимость координаты некоторого тела от времени описывается уравнением x = 8t - t², где все величины выражены в единицах системы СИ. В какой момент времени скорость равна нулю?
| 2. Уравнение движения материальной точки имеет вид x = -0,2t². Найти координату и скорость точки через 5 секунд.
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)
3. По графику зависимости скорости движения тела от времени определить характер движения тела, начальную скорость и ускорение на каждом участке.
| 3. По графику зависимости скорости движения тела от времени определить характер движения тела, начальную скорость и ускорение на каждом участке.
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