Suppose asaza nu and as are vectors in RA (12 las ), and Tref(A) 1 0 0 4 01 03 0 0 1 1 5 2 -2 a Select all of the true s
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Suppose asaza nu and as are vectors in RA (12 las ), and Tref(A) 1 0 0 4 01 03 0 0 1 1 5 2 -2 a Select all of the true s
Suppose asaza nu and as are vectors in RA (12 las ), and Tref(A) 1 0 0 4 01 03 0 0 1 1 5 2 -2 a Select all of the true statements there may be more than one correct answor) A. (aya, as, au} is a linearly Independent set B. spali{ms, , as) - C. span(n.1, n)-R D. {.. na, n) is a linearly Independent set E.{a, a) is a basis for F. (1, 2, 23, 24) is a basis for R G. span(ai, agua, n}=R H. (21,83, ) is a basis for R' 1. {1 az} is a linearly independent set b. Il possible, write a as a tear combination of an az, and as otherwise, enter ONE, 24 0. The dimension of the column space of Als and the column space of Als a subspace of d. Find a bass for the column space of of All necessary, enter at for moto, or enter coordinate vector of the form <1,2,3> or <1,2,3,4,5), Enter your answer as a comma separated Ist of vectors A basis for the column space of Ain { } The dimension of the nul space of Als and the full space of A is a subspace of 1. x1 = (4,3,-1,1,0), then Axi = Ja xi in the full space of A? Choose 9. 1x2 = (-5, -2,2,0,1), then Axs Is x, In the nut space of A? choose nifx - 3x2 - 4x then Axs la xs in the null space of A? choose Find a basis for the nul space of of A. If necessary, enter at foreto, or enter coordinate vectors of the form <1,2,3> or <1,2,3,4). Enter your answer as a comma separated list of vectors. A basis for the nul space of Ain {
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