Question

Two cars of identical size and shape are on the planet Earth and are rolling down identical hills and
gaining speed. At the end of the hill, the two cars roll forward on identical ground. What is most likely to
happen if time passes in this simulation? (1 point)

The two cars will roll forward, eventually both coming to a stop at the same time due to friction

The two cars will roll forward, but neither will stop and will keep moving due to Newton's First Law

The two cars will roll forward, but only one will stop and the other will keep going

The two cars will roll forward, but one will stop before the other one due to friction
GPT-4o mini
The most likely outcome in this scenario, where two identical cars are rolling down identical hills and then roll on identical ground, is:

**The two cars will roll forward, eventually both coming to a stop at the same time due to friction.**

This is because both cars are on the same type of ground with identical conditions regarding friction, and since they are identical in size and shape, they will experience the same forces acting on them. Therefore, they should both come to a stop at roughly the same time due to the effects of friction acting equally on both cars.

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