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QUESTION IMAGE

graph $x=-0.5$

Question

graph $x=-0.5$

Explanation:

Step1: Analyze the equation type

The equation \(x=-0.5\) is of the form \(x = a\) (where \(a=-0.5\)).

Step2: Recall the property of \(x = a\)

For any value of \(y\), \(x\) is always \(-0.5\). So, we plot points \((-0.5,y)\) for different \(y\) values (e.g., \((-0.5,0)\), \((-0.5,1)\), \((-0.5, - 1)\)).

Step3: Draw the line

Connect these points. The resulting graph is a vertical line parallel to the \(y\)-axis passing through \(x=-0.5\) on the \(x\)-axis.

Answer:

A vertical line passing through \(x = - 0.5\) on the \(x\)-axis.