Starting from rest several toy cars roll down ramps at different

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The discussion centers on the speed of toy cars rolling down ramps of varying lengths and angles. It is established that the velocity at the bottom of an incline is independent of both the angle of inclination and the length of the ramp, based on the principle of conservation of energy. Participants clarify that this independence applies to the speed just before leaving the ramp, although the speed on horizontal ground decreases afterward. The conversation emphasizes understanding the physics behind motion and energy conservation. Overall, the key takeaway is that the final speed of the cars is not affected by the ramp's characteristics.
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Starting from rest several toy cars roll down ramps at different lengths and angles. Rank them according to their speed at the bottom of the ramp from slowest to fastest. Car A goes down a 10m ramp inclined at 15 degrees, Car B goes down a 10 m ramp inclined at 20 degrees, car C goes down a 8 m ramp inclined at 20 degrees and Car D coes down a 12 m ramp inclines at 12.
 
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Welcome to PF.
Velocity at the bottom of an incline is independent of angle of inclination and length of inclines.
 
thank you
 
Always Game.
 
physixguru said:
Welcome to PF.
Velocity at the bottom of an incline is independent of angle of inclination and length of inclines.

? Can you explain?
 
physixguru said:
Velocity at the bottom of an incline is independent of angle of inclination and length of inclines.

(physixguru means length as opposed to height.)

Hint: this follows from conservation of energy - can you see why?

Also, don't forget that that's only half the problem: the speed immediately after leaving the ramp (on the horizontal ground) is a lot less than the speed immediately before leaving the ramp (that's pretty obvious if the ramp is almost vertical, but it's still true for small angles). :smile:
 
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