Question: Background: In this question, we revisit a theme from Assignment #1: using linear algebra to solve non- linear problems. On the previous Assignment, we found

Background: In this question, we revisit a theme from Assignment #1: using linear algebra to solve non- linear problems. On the previous Assignment, we found a parabola through three points. In this question, we'll find a circle. The graph of a(x2 + y?) + bx + cy + d = 0 is a circle if a # 0. The Question: Use methods from linear algebra to show that there is a circle through any three points in the plane that are not all on a line

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