When solving a system of linear equations, try to algebraically form one equation that has only one variable. True False

True! This approach, often called "substitution" or "elimination," allows you to simplify the system to a single variable equation, making it easier to find the solution. By isolating one variable, you can substitute it back into the other equations, ultimately solving for both variables in a more straightforward manner. However, a common mistake is to mismanage your equations when substituting one variable for another. Always double-check each step and ensure that you maintain equality throughout the process, as errors can lead you down the wrong path! It’s like navigating a maze; one wrong turn can lead you astray!