Let s and t be linear transformations from a finite dimensional vector space v to itself such that s(t(v)) = 0 for all ve v. then a) rank(t) 2 nullity(s) b) ran

Let S and T be linear transformations from a finite dimensional vector space V to itself such that S(T(V)) = 0 for all vE V. Then a) rank(T) 2 nullity(S) b) rank(S) 2 nullity(T) c) rank(T) < nullity(S) d) rank(S) < nullity(T)