Instructions: Match the following methods of solving systems of linear equations with their advantages and when best to use them.Method Best Used When... AdvantagesGraphing  Blank 1 Question 10  Blank 2 Question 10Substitution  Blank 3 Question 10  Blank 4 Question 10Elimination  Blank 5 Question 10

Method: Graphing Best Used When: You have a system of equations with two variables and you want to visually represent the solution. Advantages: It provides a visual representation of the solution, which can help in understanding the problem better. It's also a good method when the equations are simple and easy to graph.

Method: Substitution Best Used When: One of the equations can easily be solved for one variable in terms of the other. This method is also useful when dealing with systems of equations where one equation is linear and the other is non-linear. Advantages: It's a straightforward method and it can be used for any system of equations, regardless of whether they're linear or not.

Method: Elimination Best Used When: The coefficients of one of the variables in two equations are the same or can easily be made the same by multiplication. Advantages: It's a quick method for finding the solution, especially when dealing with larger systems of equations. It also doesn't require graphing or solving for a variable, which can be advantageous in certain situations.