Determinefthe set isa basis for R Jstity your anwer he gven setabass for R OA. Yes, becaune these tvee vectors form the columna of an inveribie 33 matrik. By the invertble mati theorem, he follouing statements are equivalent A s an invertble matix, the columna of A fom a linearly independent set and the columns of A span R OB. No. because these thvee vectors form the cokumns of an invertble 33 matix By the invertble mati theorem, the folloving statements are equivalent A is a singular matrik, the columns of A fom a lineary independent et and he columns of Aspan O. Yes. because hese thvee vectors form the columns of a matk that is not invertible By the inverible mati theorem, the following statements are equvalent A isa singular matrik the columns of A forma lineaty indepandent set and the columns of A span R OD. No. becaune these tre vectero form the cokums of a3 matte that is not inverikie By the inverikie mati theorem, the folowing statemerts are eguhalent A is an inverikie matie. the columns of A form a lnoarty