Question: Assignment 3.6 Linear Systems in R2 Name: Print out this assignment, write on it, then submit a photo/scan. Solve each system of linear equations algebraically,

 Assignment 3.6 Linear Systems in R2 Name: Print out this assignment,write on it, then submit a photo/scan. Solve each system of linear

Assignment 3.6 Linear Systems in R2 Name: Print out this assignment, write on it, then submit a photo/scan. Solve each system of linear equations algebraically, using elimination. Use good form - see the instructional video 3.6 Graph each system on the grid provided. (Use a table of values, intercepts, or point & slope) State whether the lines intersect at a point, have infinite points of intersection, or no points of intersection. Describe the lines as coincident, parallel and distinct, or intersecting. 1. 2x + 3y = 18 x - y= - 1 2. 4x - 3y = - 12 8x - 6y = - 482. 4x - 3y = - 12 8x - 6y = - 48 3. x - 4y - 8=0 3x - 12y = 24 Conclusion: In 2-space, there are three possibilities for the intersection of two lines

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