Please help really quick, thanks

Please

Please

~ 4 because it Problem 1: Each of the sets of five vectors given below fails at being a basis for immediately fails independence there are too many vectors. However, the set may or may not span, and this can be determined by setting up the appropriate equation and row reducing. For the vector sets given below, (1) Show clearly the equation that you need to set up to explicitly test span (try to build the elementary basis vectors for ~ 4 from the set). | (2) Use Octave to rref and copy/paste input and output. (3) Interpret your answer state whether or not the set spans, and what it is about the solution that tells you (what type of solution did you get?) a) Set one: {(1,4,-1,0), (-2,2,1,5),(-1,6,0,5), (4,-10, -3,0),(2,2,-3,10) 2 b) Set two:{(1,4,-1,0), (1,2,3,4), (-1,6,0,5),(4,-10,3,0), (2,2, -3,10)}