Let V 0 be a vector space Determine which of the following i

Let V {0} be a vector space. Determine which of the following is false. The columns of an invertible n X n matrix form a basis for R^n. A basis for V is a L-I subset that is as large as possible A basis for V is a spanning set that is as small as possible. If span{v1,. . . . vp} = V1 then a subset of {v1,. . . , vp} is a basis for V. none of these

Solution

statement d is false