Arrange the given orbitals in order of decreasing energy: 5f, 3s, 6d, 4s, 7p.

Identify the orbitals and provide the n and l quantum numbers for each of the following illustrations.

Identify which of the following n and l combinations are possible and which are not possible.

a. 3f

b. 4d

c. 1p

d. 2s

Which of the given are s orbitals? Which of the given are p orbitals?

Identify the orbital that corresponds to the set of quantum numbers in the table below. The x, y, z subscripts are not required. If the set of quantum numbers is deemed impossible, write 'none' 

Identify the incorrect set of quantum numbers.

Assuming that instead of –l to +l, the possible values of magnetic quantum number (m_l) are the integer values from –l – 2 to +l + 2 (including 0). Determine the number of orbitals that exist in the following sublevels: s, p, and d.

Assign n, l, m_l, and m_s values to all seven nitrogen electrons.

Consider the following orbitals (i) 1s, (ii) 4d, (iii) 4f, (iv) 6g. Identify the maximum number of electrons that can be contained in each.

Which statement is true based on the radial probability distribution functions for 1s, 2s, and 3s orbitals?

Determine the number of nodes for each orbital:

2s

5p

3d

4f