A solid lies above the cone 2z = v x2 + y? and outside the sphere...

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A solid lies above the cone 2z = v x2 + y? and outside the sphere x2 + y2+ z? = 6z. Write a description of the solid in terms of inequalities involving spherical coordinates. cos(o) > PS6 cos(o) cos (a) > P2 6 cos() OS cos (s) <+, Ps6 cos(o) cos (s) < p26 cos(@) sin(o) > p2 6 sin() A solid lies above the cone 2z = v x2 + y? and outside the sphere x2 + y2+ z? = 6z. Write a description of the solid in terms of inequalities involving spherical coordinates. cos(o) > PS6 cos(o) cos (a) > P2 6 cos() OS cos (s) <+, Ps6 cos(o) cos (s) < p26 cos(@) sin(o) > p2 6 sin()