By definition, any lines/segments that are perpendicular to each other either do, or (in the case of non-intersecting segments) would, intersect each other at right angles. A right angle being a 90* angle. Therefore, perpendicular, intersecting line segments will form 4 90* angles.
A right angle.
One, two or four right angles, depending upon whether one or both line segments continue beyond the point of intersection.
A right angle.
A square has both parallel and perpendicular symmetry. It is composed of two sets of parallel lines that meet at perpendicular angles.
Right angles are formed by perpendicular lines. If the lines would extend, to make two intersecting lines.
Right Angle
A right angle.
Perpendicular lines form right angles at their intersections.
A right angle.
Mutually perpendicular lines.
One, two or four right angles, depending upon whether one or both line segments continue beyond the point of intersection.
The intersection of two perpendicular lines or line segments creates four right angles, each measuring 90 degrees. These angles are formed because the lines intersect at a right angle, indicating that they are at an exact 90-degree angle to each other. The resulting configuration is symmetrical, with each pair of adjacent angles also being supplementary, summing to 180 degrees.
Perpendicular line segments intercept each other at 90 degrees which is a right angle.
They are perpendicular lines that meet at right angles which is 90 degrees.
A right angle.
The intersection of two perpendicular lines creates four right angles, each measuring 90 degrees. These angles are equal and form a cross shape at the point of intersection. The right angles are characteristic of perpendicular lines, which define a specific relationship between their slopes in a coordinate system.
perpendicular. this means the intersection forms 4 right angles (90 degrees)