Question: Let A be a 33 matrix with columns a1, a2, a3. Suppose that A has the following properties: a1 and a2 are linearly independent. 2a1

Let A be a 33 matrix with columns a1, a2, a3. Suppose that A has the following properties:

a1 and a2 are linearly independent.

2a1 a2 = a3.

Describe the geometry of the solution set for the matrix equation Ax = ( 1 2 3 ) (in a column, i couldn't type it in a column so it is in a row <)

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