Long description: block5fig4

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• The graph is a straight line plotted on a coordinate plane with the horizontal axis labeled \(x\) and the vertical axis labeled \(y\).
• The equation of the line shown is \(y = 5x + 2\).
• The line intersects the \(y\)-axis at the point \((0, 2)\).
• A vertical line is drawn at \(x = -2/5\) (or \(x = -0.4\)), indicating the boundary for an inequality region.
• The line passes through several labeled points on the axes, including \((1, 7)\) and \((-1, -3)\).
• The region to the right of the vertical line \(x = -2/5\) and below the graphed line \(y = 5x + 2\) is shaded, representing the solution set for the inequality \(x \text{ or } y \text{ relation}\) (though the exact inequality is not explicitly stated, the shading suggests a particular region).
• The axes are marked with integer units from \(-1\) to \(2\) on the \(x\)-axis and from \(-10\) to \(10\) on the \(y\)-axis.