Use spherical coordinates. let h be a solid hemisphere of radius 1 whose density at any point is proportional to its distance fr
om the center of the base. (let k be the constant of proportionality.) (a) find the mass of h.
1 answer:
Whereas the density of the hemisphere at any point is proportional to it's density, then
The full answer in attachment, we use the partial integral using the <span>spherical coordinates,
and we find that </span>the mass of h = <span>πK/2</span>
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Could you elaborate on the question?
