Which graph below bests represent the solution set for

—2× ≤3х+ 10?

The solution set for –2x ≤ 3x + 10 can be represented by a graph.

However, as we cannot provide visual representations, I will describe the graph:

The graph will be a line with a negative slope, passing through the point (0, -10). The line will extend towards the left side of the coordinate plane, indicating all the values of x that satisfy the inequality –2x ≤ 3x + 10.

Any point on or to the left of this line will satisfy the inequality.

Will it be an open or closed point?

The point representing the line will be a closed point because it is included in the solution set. This means that x could equal 0 in the inequality –2x ≤ 3x + 10, so the point (0, -10) is part of the solution set and should be represented as a closed point on the graph.