Answer: A, B, D
At equivalence, [FeX2+]=[CeX4+] and [FeX3+]=[CeX3+]; adding the two Nernst equations gives Eeq=(E1∘+E2∘)/2, independent of concentration (A, D). Equal n values make the curve symmetric (B). Before equivalence, CeX4+ is almost fully consumed and the potential is fixed by the FeX3+/FeX2+ ratio, so (C) is wrong.