Question: Name: Algebra 1 - Semester 2 Module 9 - Lesson 2: Independent Practice YOU MUST SHOW ALL WORK FOR CALCULATIONS AND PROVIDE THOROUGH EXPLANATION WHEN

Name: Algebra 1 - Semester 2 Module 9 - Lesson 2: Independent Practice YOU MUST SHOW ALL WORK FOR CALCULATIONS AND PROVIDE THOROUGH EXPLANATION WHEN ASKED TO JUSTIFY YOUR ANSWER(S) TO EARN FULL CREDIT FOR CORRECT ANSWER (or partial credit for incorrect answers). You may: Type your answers in the space provided using your keyboard and the equation editor of your word processor, and/ or . On a separate sheet of paper, handwrite the work, answer, and/or data display. Take picture of what you did by hand and insert the image into the appropriate answer space of this document. The answer boxes will automatically resize to accommodate your work, answers, data displays, and/ or inserted image. Solve each system of equations by using the substitution method. Then, state whether the system of equations is consistent or inconsistent and whether the system of equations is independent or dependent. 1. - 5x + 2y = 0 y = 8x I 2. y = 6x + 13 - 5x - 6y = 4

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