We are all too familiar with linear equations in two variables….

Question Answered step-by-step We are all too familiar with linear equations in two variables…. We are all too familiar with linear equations in two variables. These systems may have no solution, one solution, or infinitely many. We can interpret these solutions geometrically as two parallel lines, two intersecting lines, or two identical lines, in the plane. How does this extend into linear equations in three variables? If a linear equation in two variables describes a line, what does a linear equation in three variables describe? Give a geometric interpretation for the possible solutions of a 3×3 linear system.  Math Algebra MAT 345 Share QuestionEmailCopy link Comments (0)