Describe the relationship as parallel intersecting or skew AB or BC

Based on the image attached, the relationship are:a). AB and BC - Both the segments are said to be perpendicular and they are intersecting at the point B.b). AE and BF - Both segments are said to be parallelc). EF and ED - Both are skew d). Plane ABC and plane ABF - Both of the planes do  intersect at point ABe). Plane AED and plane BFC - Both of the given planes are known to be parallelHow do you know if lines are parallel intersecting or skew?if the ratio equality is accurate, parallel. If the lines are not parallel or if you can solve them as a system of simultaneous equations, the lines will intersect. If two crossing lines have a zero dot product, they are perpendicular.If the lines are not parallel or intersecting, they are said to skew. Lines that are parallel never cross.Therefore, if lines are in the same plane, do not intersect, and are parallelif lines only meet at one point, then they are intersecting.If lines are on two distinct planes and don't intersect, they skew.Learn more about parallel intersection fromhttps://brainly.com/question/15524683#SPJ1