Mr. Santa has to decode a number “ABCDEF” where each alphabet is represented by a single digit. Suppose an orbital whose radial wave functional is represented as : psi_((r))=k _(1)e ^(-r//k_(2))(r ^(2) -5k_(3) r + 6k_(3)^(2)) From the following information given about each alphabet then write down the answers in the form of “ABCDEF”, for above orbital. Info A = Value of n where “n” is principal quantum number. Info B = No. of angular nodes Info C = Azimuthal quantum number of subshell to orbital belongs Info D = No. of subshells having energy between (n+5) s to (n +5) p where n is principal quantum number. Info E = Orbital angular momentum of given orbital. Info F = Radial distance of the spherical node which is farthest from the nucleus. (Assuming k _(3) =1))

Mr. Santa has to decode a number “ABCDEF” where each alphabet is r

1.	Mr. Santa has to decode a number “ABCDEF” where each alphabet is represented by a single digit. Suppose an orbital whose radial wave functional is represented as : psi_((r))=k _(1)e ^(-r//k_(2))(r ^(2) -5k_(3) r + 6k_(3)^(2)) From the following information given about each alphabet then write down the answers in the form of “ABCDEF”, for above orbital. Info A = Value of n where “n” is principal quantum number. Info B = No. of angular nodes Info C = Azimuthal quantum number of subshell to orbital belongs Info D = No. of subshells having energy between (n+5) s to (n +5) p where n is principal quantum number. Info E = Orbital angular momentum of given orbital. Info F = Radial distance of the spherical node which is farthest from the nucleus. (Assuming k _(3) =1))
Answer» ANSWER :300303