1. The problem statement, all variables and given/known data
The Question originally is to find the m of a solid uniformly charged solid sphere which is rotating uniformly with ω
Now
2. Relevant equations
Now my question to you is how to take the small element?
3. The attempt at a solution
i take a small disc with radius rsinθ.
Now a= ∏(rsinθ)^2
i= q/t= dq/(2∏/w)
where dq= rho times dv= 2∏rsinθ times rdθ.
now this gives the relevant answer but why is it that i cant take a small element of a small sphere?
because i cant decribe m for that too?
It's just that i dont recall taking a disc as a small element in case of solid sphere :~(
The Question originally is to find the m of a solid uniformly charged solid sphere which is rotating uniformly with ω
Now
2. Relevant equations
Now my question to you is how to take the small element?
3. The attempt at a solution
i take a small disc with radius rsinθ.
Now a= ∏(rsinθ)^2
i= q/t= dq/(2∏/w)
where dq= rho times dv= 2∏rsinθ times rdθ.
now this gives the relevant answer but why is it that i cant take a small element of a small sphere?
because i cant decribe m for that too?
It's just that i dont recall taking a disc as a small element in case of solid sphere :~(
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