Graph x=(7pi)/6

Problem

x=(7*π)/6

Solution

1. Identify the type of equation. The equation x=(7*π)/6 represents a vertical line in the Cartesian coordinate system because it is in the form x=c where c is a constant.

2. Approximate the numerical value of the constant to locate it on the xaxis. Since π≈3.14159

x≈(7⋅3.14159)/6

x≈3.665

3. Determine the characteristics of the graph. The graph is a straight vertical line that passes through the point ((7*π)/6,0) and is parallel to the yaxis.

4. Plot the line. For every possible value of y the xcoordinate remains fixed at (7*π)/6

Final Answer

x=(7*π)/6

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