A rubber ball of mass 250 g hits a wall normally with a velocity of 10 m s-1 and bounces back with a velocity of 8 m s-1. The impulse is _____ N s.
Question
Solution 1
Primero, recordemos que el impulso se define como el cambio en la cantidad de movimiento (o momento lineal) de un objeto. La fórmula para el impulso es:
[ \text{Impulso} = \Delta p = m \cdot \Delta v ]
donde:
- ( m ) es la masa del objeto,
- ( \Delta v ) es el cambio en la velocidad.
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