Inclined plane/gravity question

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The discussion centers on the effect of gravity on a ball rolling down an inclined plane. It questions whether increased gravity leads to faster rolling or if friction counteracts this effect. In an ideal scenario without slipping, friction does not impede the ball's motion, meaning gravity's pull would dictate the speed. The consensus suggests that the ball would roll faster on a planet with greater gravity, like Saturn, compared to Earth. Understanding these dynamics clarifies the relationship between gravity, friction, and motion on inclined planes.
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This is my first time posting here. My son is in junior high and asked his science teacher this question but he said the teacher seemed uncertain his response was correct.

If a ball is on an inclined plane and rolls down it, does a greater pull of gravity cause the ball to roll faster, or does the increased friction of the ball on the surface of the inclined plane due to the increased gravity slow the ball down more?

In other words, if the same ball and inclined plane were moved from Earth to, say, Saturn or Jupiter, would the ball roll faster on Earth or on the planet with greater gravity?

I'm sure it's a simple answer on this forum, I guessed the ball would roll faster on Saturn than Earth but I wanted to get the "real" answer here.

Thanks,
Artie
 
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Faster.

Additionally, if you're considering an ideal situation (i.e. rolling without slipping), friction doesn't slow the ball down at all, regardless of gravity.
 
Zhermes- Thank you- I appreciate your help!
 
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