Consider the alternative basis 7₁, 72, 73 of (column) vectors for R³ where: v₁ = e₁-e₂+€3, √¹₂ = 2 + ē3, 3 = e₁ +6₂ + €3. 1 Use row-reduction to compute B¹ where: | | B₁₂ V3 Use B to solve for the unknowns C₁, C₂, C3 in the two following cases: (i) a + be₂ + cez = C₁v₁ + C₂√¹₂ + C3V3. (ii) (a - b)ei + (b-c)₂+(a+b+c)ể3 = C₁v₁ +₂¹₂ + C3V3.

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