Assuming that the charge on an atom is distributed uniformly is a sphere of radius `10^(-10)` m, what will be the electric field at the surface of the gold atom ? For gold, Z=79.

Assume that total positive charge of gold nucleus (atomic number, Z = 79) is distributed uniformly in a spherical region of radius 9.6xx10^(-15)m . Calculate electric potential at the surface of this sphere.

The radius of gold nucleus (Z=79) is about 7.0 xx 10^-15 m. Assuming that the positive charge is distributed uniformly througout the nuclear volume, find the strength of the electric field at the surface of the nucelus

The radius of gold nucleus (Z=79) is about 7.0 xx 10^-15 m. Assuming that the positive charge is distributed uniformly througout the nuclear volume, find the strength of the electric field at the middle point of the radius.

The radius of a gold nucleus (Z=79) is about 7.0*10^(-10) m . Assume that the positive charge is distributed uniformly throughout the nuclear volume. Find the strength of the electric field at (a) the surface of the nucleus and (b) at the middle point of a radius. Remembering that gold is a conductor, is it justified to assume that the positive charge is uniformly distributed over the entire volume of the nucleus and does not come to the outer surface?

The radius of a gold nucleus (Z=79) is about 7.0*10^(-10) m . Assume that the positive charge is distributed uniformly throughout the the nuclear volume. Find the strength of the electric field at (a) the surface of the nucleus and (b) at the middle point of a radius. Remembering that gold is a conductor, is it justified to assume that the positive charge is uniformly distributed over the entire volume of the nucleus and does not come to the outer surface?

The radius of a gold nucleus (Z=79) is about 7.0 xx 10^9-15) m . Assume that the positive charge is distributed uniformly throughout the the nuclear volume. Find the strength of the electric field at (a) the surface of the nucleus and (b) at the middle oint of a radius. Remembering that gold is a conductor, is it justifild to assume that the positive charge is uniformly distributed over the entire volume of the nucleus and does not come to the ourer surface?

A source of sound emits 200 piW power which is uniformly distributed over a sphere of radius 10 m. What is the loudness of sound on the surface of the sphere?

A source of sound emits 200 piW power which is uniformly distributed over a sphere of radius 10 m. What is the loudness of sound on the surface of the sphere?