![]() The slopes of two parallel lines are equal in coordinate geometry.When the graphs of two linear equations are parallel in coordinate geometry, the two equations do not share a solution.How do we use parallel lines in coordinate geometry? Pedestrian crossings: all painted lines lie along the same direction and road, but these lines will never meet.Lines on a writing pad: all lines are found on the same plane, but they will never meet.Roadways and tracks: the opposite tracks and roads will share the same direction, but they will never meet at one point.What are some real-world examples of parallel lines? These are some examples of parallel lines in different directions: horizontally, diagonally, and vertically.Īnother important fact about parallel lines: they share the same direction. Parallel lines are equidistant lines (lines having equal distance from each other) that will never meet. Since parallel lines are used in different branches of math, we need to master them as early as now. Understanding what parallel lines are can help us find missing angles, solve for unknown values, and even learn what they represent in coordinate geometry. Parallel lines are lines that are lying on the same plane but will never meet. Let’s go ahead and begin with its definition. When working with parallel lines, it is important to be familiar with their definition and properties. Parallel Lines – Definition, Properties, and Examples ![]()
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