As the orbit number increase , the distance between two consecutive orbits in an atom or ion having single electron:

As the n (number of orbit) increases, the difference of energy between the consecutive energy levels

As the n (number of orbit) increases, the difference of energy between the consecutive energy levels

What is the difference of angular momenta of an electron between two consecutive orbits in hydrogen atom?

E_(n)=-(2,18times10^(-18))(Z^(2))/(n^(2)) Electrons follow paths, called orbits around the nucleus of an atom. According to the Bohr model, the energy in joules of an atom's nth orbit containing a single electron is given by the formula shown above, where Z is the atomic number of the atom and n is the orbit number. Which of the following equations gives the atomic number of an atom given the energy of its nth orbit (assuming there is a single electron is that orbit)?

The velocity of an electron in single electron atom in an orbit

The velocity of an electron in single electron atom in an orbit

The velocity of an electron in single electron atom in an orbit

Which quantum number is used to distinguish between the electron present in a single orbital?

The two electrons in an orbital have different