Consider the expression, 2α13α24α35α46α3=2α1+2α3+α33α2+α35α4 Number of non trivial even divisors is given by, (α1+2α3+α5)(α2+α5+1)(α4+1)−1 Number of non trivial odd divisors is given by, t(α2+α5+1)(α4+1)−1=α2+α4+α5+α2α4+α4α5+1−1 =α2+α4+α5+α2α4+α4α5 So, Statements I is false and statement II is true.