Which two ordered pairs are solutions of the graphed linear equation? Algebra 1 Reference Sheet Link (2 points) Responses (0,−3) open paren 0 comma negative 3 close paren (1,−2) open paren 1 comma negative 2 close paren (−4,5) open paren negative 4 comma 5 close paren (−3,0)

Answer 1

To determine which two ordered pairs are solutions of the graphed linear equation, we need to check each pair to see if they satisfy the equation represented by the graph.

Given the ordered pairs:

1. (0, -3)
2. (1, -2)
3. (-4, 5)
4. (-3, 0)

Without the graph, I won't be able to directly verify which points lie on it. However, if you have access to the linear equation or the graph, here's how you can check:

1. Substitute the x-value of each ordered pair into the linear equation.
2. Calculate the corresponding y-value.
3. Compare the calculated y-value to the y-value given in the ordered pair. If they match, then the ordered pair is a solution of the equation.

If you can provide the actual equation or describe the graph, I can help identify the correct solutions!