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Ren was trying to solve a system of linear equations. He correctly argued that he could replace one equation by the sum of that equation and a multiple of the other. He stated that this would produce a system that has the same solution as the original system. To show this, Ren wrote down a system of equations. He then determined which other systems of equations would have the same solution as his original system. Ren's original system is shown below. -2x - 5y =-47 4x - 2y =-2

Ren was trying to solve a system of linear equations. He correctly argued that he could replace one equation by the sum of that equation and a multiple of the other. He stated that this would produce a system that has the same solution as the original system. To show this, Ren wrote down a system of equations. He then determined which other systems of equations would have the same solution as his original system. Ren's original system is shown below. -2x - 5y =-47 4x - 2y =-2

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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All changes saved Submit Test Question 4 of 12 2020 - 2021 T-Math-Alg1-T6-CBT: Section 2 - Calculator Question: 2-4 Ren was trying to solve a system of linear equations. He correctly argued that he could replace one equation by the sum of that equation and a multiple of the other. He stated that this would produce a system that has the same solution as the original system. To show this, Ren wrote down a system of equations. He then determined which other systems of equations would have the same solution as his original system. Ren's original system is shown below. -2x- 5y -47 4x -2y=-2 Complete the table below to determine which system(s) of equations has the same solution as the original system shown above. Choose Has the Same Solution or Does Not Have the Same Solution for each system of equations. Has the Same Solution Does Not Have the Same Solution -14x + y=-41 4x-2y = -2 -2x-5y=-47 6x + 3y = 45 -2x-5y =-47 8x- 5y = -8
Transcribed Image Text:All changes saved Submit Test Question 4 of 12 2020 - 2021 T-Math-Alg1-T6-CBT: Section 2 - Calculator Question: 2-4 Ren was trying to solve a system of linear equations. He correctly argued that he could replace one equation by the sum of that equation and a multiple of the other. He stated that this would produce a system that has the same solution as the original system. To show this, Ren wrote down a system of equations. He then determined which other systems of equations would have the same solution as his original system. Ren's original system is shown below. -2x- 5y -47 4x -2y=-2 Complete the table below to determine which system(s) of equations has the same solution as the original system shown above. Choose Has the Same Solution or Does Not Have the Same Solution for each system of equations. Has the Same Solution Does Not Have the Same Solution -14x + y=-41 4x-2y = -2 -2x-5y=-47 6x + 3y = 45 -2x-5y =-47 8x- 5y = -8
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