Question

Quantum numbers arise naturally from the mathematics used to describe the possible states of an electron in an atom. The four quantum numbers, the principal quantum number (n), the angular momentum quantum number (C), the magnetic quantum number (me), and the spin quantum number (ms) have strict rules which govern the possible values. Identify all allowable combinations of quantum numbers for an electron. On= 3, € = 3, me = 1, m, = +1. On= 4, 6 = 1, me = 2, ms = +1 On= 3, = -2, me = 2, m, = +1 On= 5, C = 1, me = -1, m, = -1 On= 2, = 1, me = 0, m, = 0 On= 3, = 2, me = 2, m = -1

please explain thanks

Answer 1

possiHe value of prinuple uantum 1, 2,3, is allowed positine ilejes onl'i ies oit can mot be ion fhe Ontit nunler u ualid ays e gero or velue of possible value o=0to n-) andd can hare on-neaine o to (m-) in teges, its ange value ot can not be r 2Amlly to n to to (m-1) n2 JO1 2 3, 8 L =0,1,2,3, 4 n5 negahine Veluie Can nst have achon

valne of me Osbital Value ot tot, inchdi 1 gero ef. 2 m - 2 to +2 - 2, -1, 0,1,2 vaue of can tiave meglregero postine but can not have factioa value Value oh an be egual to l value ot s Co pen Quantum No tur lue HtrasCar have and other thaM these 2 Value other mumler u not allowed .: Comrect ophon -/2m 1 2

Dan corest oftions are- m + =3 3 alue ot slhould nst be esu to n -R to t 1 to t 1 hange of ,0,1 2 3 2 + value of tant e megaive veue of m Gan be esther No othes 2 possible alne io allowrd