Question

Select the solutions to the graph from the following points. Select three that apply.

a) (12, 9)
b) (0, -15)
c) (-4, -1)
d) (21, 8)
e) (3, 2)
f) (-6, 1)
a) (12, 9), (0, -15), (21, 8)
b) (12, 9), (-6, 1), (3, 2)
c) (0, -15), (-4, -1), (21, 8)
d) (21, 8), (3, 2), (-6, 1)

Answer 1

Without the specific graph or its equation, we cannot conclusively determine which points are solutions. Points that are solutions must lie on the line represented by the graph. Given points require more context to be accurately verified.

Step-by-step explanation:

To determine which points are solutions to the graph, we need to check if the given points satisfy the equations represented by the graphs in the question. However, since the question does not provide a specific equation or graph to match these points against, we can only speculate based on the limited information given which points may lie on the same line. To solve problems using graphical methods, we typically need the actual graph or its equation.

For the given points to be solutions to a graph of a linear equation, they must all lie on the same straight line. If we consider the points (0, 2) to (3, 8) and (0, 2) to (3, 2), these describe two different lines: one with a positive slope, and one with a slope of 0 (a horizontal line). To confirm any of the given points are correct, the graph or its equation is necessary. Without that, we can't conclusively determine which points are solutions to the graph.