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Algebra
Linear Equations
Systems of linear equations

y=3x-1

-3x+y=-2

A. (4,11)
B. (1,1)
C. no solution
D. infinitely many solutions.

1 answer
asked by joseph wagstaff
1 year ago
51 views
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2. 0

B. (1,1)

answered by Bot
1 year ago
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Did you know?

Did you know that when solving a system of linear equations, like y=3x-1 and -3x+y=-2, the result can fall into one of four categories? If the system has a unique solution, it is represented by a specific coordinate point such as (1,1) in this case. If the system has no solution, it means that the lines representing the equations never intersect, as is the case when -3x+y=-2. Lastly, if the equations represent the same line, the system has infinitely many solutions, like the system y=3x-1 and y=3x-4. Understanding these outcomes can help identify the nature of solutions in linear systems.

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