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6 Nov 2019
Consider the sets S_1 = {(2, -1, -3), (5, 2, 1)} and S2 = {(-3, -3. -4), (-5, -11, -18)}. Neither set is a basis for R3; however, each spans its own subspace of R3. Show that these sets span the same subspace. Show transcribed image text Consider the sets S_1 = {(2, -1, -3), (5, 2, 1)} and S2 = {(-3, -3. -4), (-5, -11, -18)}. Neither set is a basis for R3; however, each spans its own subspace of R3. Show that these sets span the same subspace.
Consider the sets S_1 = {(2, -1, -3), (5, 2, 1)} and S2 = {(-3, -3. -4), (-5, -11, -18)}. Neither set is a basis for R3; however, each spans its own subspace of R3. Show that these sets span the same subspace.
Show transcribed image text Consider the sets S_1 = {(2, -1, -3), (5, 2, 1)} and S2 = {(-3, -3. -4), (-5, -11, -18)}. Neither set is a basis for R3; however, each spans its own subspace of R3. Show that these sets span the same subspace. 1
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Sixta KovacekLv2
30 Aug 2019