Scelta multipla
Solve the following linear inequalities and write the solution in interval notation.
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2. Linear Equations and Inequalities
Linear Inequalities in One Variable
Scelta multipla
Use the number line to graph the following inequality.
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Identify the inequality given: \(x \geq -7\). This means \(x\) is greater than or equal to \(-7\).
Locate the point \(-7\) on the number line. Since the inequality includes 'equal to', use a closed circle or bracket at \(-7\) to indicate that \(-7\) is included in the solution.
Since \(x\) is greater than or equal to \(-7\), shade or draw an arrow to the right of \(-7\) on the number line to represent all values greater than \(-7\).
Make sure the arrow extends indefinitely to the right, indicating that all numbers greater than \(-7\) satisfy the inequality.
Review the graph to confirm it correctly shows a closed circle at \(-7\) and shading or an arrow extending to the right, representing \(x \geq -7\).
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