(a) A \( \square \) (Choose one) of linear equations consists of two or more linear equations. Part 2 of 6 (b) A \( \square \) (Choose one) to a system of linear equations is an ordered pair that is a solution to both individual equations in the system. Part 3 of 6 (c) Graphically, a solution to a system of linear equations in two variables is a point where the lines \( \square \) (Choose one) . Part 4 of 6 (d) A system of equations that has one or more solutions is said to be \( \square \) (Choose one) . Part 5 of 6 (e) The solution set to an inconsistent system of equations is \( \square \) . [\} ㅁㅁ․․ Part 6 of 6 (f) Two equations in a system of linear equations in two variables are said to be (Choose one) if they represent the same line.

Certainly! Here's how you can complete each part by selecting the appropriate term: --- **(a)** A **_system_** of linear equations consists of two or more linear equations. **(b)** A **_solution_** to a system of linear equations is an ordered pair that is a solution to both individual equations in the system. **(c)** Graphically, a solution to a system of linear equations in two variables is a point where the lines **_intersect_**. **(d)** A system of equations that has one or more solutions is said to be **_consistent_**. **(e)** The solution set to an inconsistent system of equations is **_empty_**. **(f)** Two equations in a system of linear equations in two variables are said to be **_dependent_** if they represent the same line. --- ### Summary of Answers: - **(a)** system - **(b)** solution - **(c)** intersect - **(d)** consistent - **(e)** empty - **(f)** dependent Feel free to reach out if you need further clarification on any of these concepts!