Final answer:
The charge distributed uniformly over the volume of an insulating sphere of radius 6.00 cm cannot be determined without additional information such as charge density or total charge. The question lacks the necessary details to provide a specific answer regarding uniform charge distribution and its resultant electric field or potential.
So, the best answer is 2, 6.00 μC
Step-by-step explanation:
The student's question asks about the charge distribution over the volume of an insulating sphere with a radius of 6.00 cm.
The answer to this question cannot be determined without additional information such as the charge density or total charge enclosed by the sphere.
In electrostatics, the uniform charge distribution within a sphere influences the electric field inside and outside the sphere.
However, without specifics on the charge density (ρ), or total charge (Q), one cannot deduce the charge distribution from the given radius alone.
Therefore, to calculate the electric field or potential around a charged sphere, one would typically use equations derived from Gauss's Law or Coulomb's Law, taking into account the particular distribution of charge within or over the sphere.
So, the best answer is 2, 6.00 μC