Question

The graph of x≥a is a _____ line and ______ side of it.

Answer 1

Answer:

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Answer 2

Concept:

Linear inequalities are expressions in which the inequality symbols $" < ", " > ", "\leq ", "\geq "$ are used to compare any two values.

Explanation:

A boundary divides the coordinate plane into two portions in the linear inequality graph. This is the line that which the function belongs. All solutions to the inequality make up one-half of the borderline. For inequality ">" and "<", the borderline is dashed, while for "≤" and "≥", it is solid.

Shade the line according to inequalities, such as for "greater than" (y> or y≥) above the line and "less than" (y or y≤) below the line.

In $x\geq a$, there's no y in this one!

It is shaded for all values of x higher than (or equal to) "a" and has a solid line $x=a$.

Hence, the graph of $x\geq a$ is a solid vertical line and shaded right side of it.