Question

1 Which is an accurate conclusion regarding the system of equations below? y = x-1 y = 3 - 2 3 - 2 x O A. There is no solution, since both equations have the same slope. There We infinitely many solutions, since the same line represents both , equations. O B. O C. The only solution is the ordered pair (1, 3). OD. The only solution is the ordered pair (3, 1).​

Answer 1

The accurate conclusion regarding the system of equations is option C: The only solution is the ordered pair (1, 3).

Step-by-step explanation:

Option C is correct because it represents the point of intersection between the two equations, which is the unique solution for the system. Substituting x=1 into both equations yields y=3, confirming the ordered pair (1, 3) as the solution. This conclusion aligns with the nature of a consistent and independent system where two distinct lines intersect at a single point. Options A and B are inaccurate since they suggest either no solution or infinitely many solutions, which doesn't hold true in this case. Option D is incorrect as it provides a different ordered pair not consistent with the system's solution.

Answer 2

Answer:the first one

Step-by-step explanation: