The Earth rotates about its axis with a period of 24.0 h. Imagine that the rotational speed can be increased. If an object at the equator is to have zero apparent weight,(adsbygoogle = window.adsbygoogle || []).push({});

(a) what must the new period be?

(b) by what factor would the speed of the object be increased when the planet is rotating at the higher speed? Note that the apparent weight of the object becomes zero when the normal force exerted on it is zero.

For part (a), I know that T= 2(pie)sqrt(R/g)

I was wondering how you find R.

And I don't understand what (b) is asking for.

Thanks!!!

ps: if this question has already been asked, I'm sorry!! :uhh:

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# Circular Motion of Newton's Laws

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