Question

match the graph of linear inequalities with the correct symbolic form.
drag & drop the answer
∧ ∨ ∧ ∨

Explanation:

Step1: Analyze the graph

The shaded region is above the line, and the line is solid (so the inequality includes equality). The slope and intercept can be determined, but for the inequality symbol, since the region is above the line, the inequality should be of the form \( y \geq mx + b \) (or similar depending on axis labels, but visually the shaded area is above, so the symbol should be the one representing "greater than or equal to" in the context of the graph's shading. Looking at the drag - drop options, the symbol \( \geq \) (or the visual equivalent, here the symbol that represents the region above the line with a solid line, which corresponds to the "greater than or equal" - like symbol, and among the options, the correct symbol for the shaded region above the line (solid line) is the one that matches \( y \geq \) - type inequality. From the drag - drop options, the correct symbol is the one that represents "greater than or equal", which is the symbol that looks like \( \geq \) (in the given options, the appropriate one for the shaded region above the solid line).

Step2: Match the symbol

The graph has a solid line and the shaded area is above the line. So the inequality symbol should be the one for "greater than or equal to". Among the drag - drop options, the correct symbol is the one that represents this, which is the symbol corresponding to \( \geq \) (visually, the symbol that is used for the region above the solid line in a linear inequality graph).

Answer:

The correct symbol (from the drag - drop options) that matches the graph of the inequality (shaded above solid line) is the one representing "greater than or equal to", which is the symbol \( \geq \) (or the corresponding visual symbol in the drag - drop, assuming the options are \( \wedge \), \( \vee \), \( \leq \), \( \geq \), the correct one is \( \geq \)).