Linear Systems

2. A set of parallel lines that will never share a point of intersection. Considered to be an inconsistent solution.
4. the determinant found when column 1 consists of the constants and column 2 consists of the y-coefficients of a linear system
6. A set of linear equations that share a common point known as the point of intersection (x,y). The solution, (x,y) is an independent and consistent solution.
10. A system of linear equations that rely on each other for the algebraic or graphic form of the equation.
11. replace a quantity with its equal
12. A system of linear equations that contain at least one common point.
13. the determinant found when column 1 consists of the x-coefficients and column 2 consists of the y-coefficients of a linear system
14. a rectangular array made up of rows and columns
16. A set of linear equations that coincide and share every point as a point of intersection. Also known as a dependent and consistent solution.

1. an open sentence of the form Ax + By + C < 0 or Ax + By + C > 0
3. A system of linear equations that do not contain any common points.
5. the value of: (row 1, column 1)(row 2 column 2) - (row 1, column 2)(row 2, column 1) in a 2 by 2 matrix
7. A system of linear equations that do not rely on each other for the algebraic or graphic form of the equation.
8. the determinant found when column 1 consists of the x-coefficients and column 2 consists of the constants of a linear system
9. the constant preceding the variables in a product
15. the form Ax + By = C of a linear equation