(a) both {a,} and {b,} are divergent (c)a,} is divergent and {b,} is convergent (d) both {ant ite t let 7e mmxn (r). let v be the subspace of maxp d : tx =0 hen

(a) Both {a,} and {b,} are divergent (C)a,} is divergent and {b,} is convergent (d) Both {ant iTe t Let 7e Mmxn (R). Let V be the subspace of Maxp d : TX =0 hen, the dimension of V IS (a) pn- rank (T) (C) p{m -rank(T) (b) mn-p rank () (d) pn -rank() arntiahle function. Define f:R H Dyy . Let