for fun, people drive bumper cars designed to safely collide and bounce off each other. two identical cars…

for fun, people drive bumper cars designed to safely collide and bounce off each other. two identical cars collide head - on. each car is carrying one driver. during the collision, car a experiences a greater acceleration than car b does. complete the statements. assume the only horizontal forces acting on the cars are those they exert on each other. during the collision, the strength of the force from car a on car b is the force from car b on car a. the mass of car as driver is car bs driver.

for fun, people drive bumper cars designed to safely collide and bounce off each other. two identical cars collide head - on. each car is carrying one driver. during the collision, car a experiences a greater acceleration than car b does. complete the statements. assume the only horizontal forces acting on the cars are those they exert on each other. during the collision, the strength of the force from car a on car b is the force from car b on car a. the mass of car as driver is car bs driver.

Answer

Explanation:

Step1: Apply Newton's third - law

According to Newton's third - law, for every action, there is an equal and opposite reaction. When car A exerts a force on car B during the collision, car B exerts an equal magnitude force on car A in the opposite direction. So the strength of the force from car A on car B is equal to the force from car B on car A.

Step2: Analyze acceleration and mass relationship

We know from Newton's second - law $F = ma$ (where $F$ is force, $m$ is mass, and $a$ is acceleration). Since the forces on the two cars are equal in magnitude during the collision and car A has a greater acceleration than car B, from $a=\frac{F}{m}$, the mass of car A (including the driver) must be less than the mass of car B (including the driver). Since the cars are identical, the mass of car A's driver is less than the mass of car B's driver.

Answer:

  • During the collision, the strength of the force from car A on car B is equal to the force from car B on car A.
  • The mass of car A's driver is less than car B's driver.