For fermium: 30 electrons.
For fermium: 30 electrons.
Fermium has seven electron shells.
Only two electrons.
Rhenium, with atomic number 75, has two electrons in its fifth energy level.
The formula to determine the number of electrons in an energy level is 2n2, where n is the number of the energy level. For the fifth energy level, n=5. So the total number of electrons possible in the fifth energy level is 2(52) = 50.
In a barium atom, there are 2 electrons in the first energy level, 8 electrons in the second energy level, 18 electrons in the third energy level, 18 electrons in the fourth energy level, 8 electrons in the fifth energy level, and 2 electrons in the sixth energy level.
The maximum number of electrons that can fit in an atom's fifth energy level is 50. This is derived from the formula 2n^2, where n is the energy level number (5 in this case). Thus, 2 * 5^2 = 50.
A gold atom has 6 energy levels. Level 1: 2 electrons Level 2: 8 electrons Level 3: 18 electrons Level 4: 32 electrons Level 5: 18 electrons Level 6: 1 electron
The designation of the fifth sub-shell is 5s, 5p, 5d, and 5f, corresponding to the different types of orbitals that can exist in that energy level. Each type of orbital has a specific shape and can hold a certain number of electrons: s (2 electrons), p (6 electrons), d (10 electrons), and f (14 electrons). Thus, the fifth energy level can accommodate a maximum of 50 electrons when considering all of its sub-shells.
When 10 electrons drop from the fifth to the second energy level, energy in the form of photons is emitted. The energy of the emitted photon is equal to the difference in energy levels between the initial and final states of the electrons. This process is known as photon emission or de-excitation.
The fifth electron shell, also known as the fifth energy level or n=5, can hold a maximum of 50 electrons. This is calculated using the formula 2n^2, where n is the principal quantum number.
4 energy levels with 2, 8, 8, 2 electrons in the energy levels.