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Select the graph for the solution of the open sentence. Click until the correct graph appears.

| x | < 3

User Ztl
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1 Answer

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The graph for |x| < 3 is a shaded region on the number line between -3 and 3, excluding the boundary points -3 and 3.

The open sentence |x| < 3 represents an inequality indicating that the absolute value of x is less than 3. To visualize this on a graph, we consider all the values of x that satisfy this inequality.

The solution to |x| < 3 includes all real numbers whose absolute values are less than 3. Therefore, x can take any value between -3 and 3, excluding the boundary values.

The graph of this solution is a shaded region on the number line between -3 and 3, excluding the points -3 and 3. The shading indicates the values of x that satisfy the given inequality.

In summary, the graph for the solution of the open sentence |x| < 3 is a shaded region on the number line between -3 and 3, excluding the boundary points -3 and 3.

Select the graph for the solution of the open sentence. Click until the correct graph-example-1
User NFT Master
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