A shape that has 2 parallel lines and 4 perpendicular lines is a rectangle. In a rectangle, the opposite sides are parallel, while the adjacent sides are perpendicular to each other. Therefore, a rectangle fits the description of having two sets of parallel lines and four right angles formed by the perpendicular lines.
any rhombus
A plus sign.
its impossible; the two perpendicular lines already make four right angles.
A square.
any rhombus
A plus sign.
its impossible; the two perpendicular lines already make four right angles.
Two lines that intersect at 90 degrees(right angle).
A square.
Perpendicular lines are lines that eventually intersect, and intersecting means when the run into eachother. For example, the "L" shape are two perpendicular lines because the lines run into eachother.
There can be no such shape.
A shape that has two parallel lines and no perpendicular lines is a trapezoid, specifically an isosceles trapezoid. In this shape, one pair of opposite sides is parallel, while the other pair is not perpendicular to the parallel sides. This creates a unique geometry without right angles. Another example could be a parallelogram, which also has two pairs of parallel sides but does not necessarily have any perpendicular lines.
A square has both parallel and perpendicular symmetry. It is composed of two sets of parallel lines that meet at perpendicular angles.
Yes. There are two sets of sides in a square which are parallel to each other and are perpendicular to the other set. Perpendicular means "at 90 degrees to". Hope this helps you.
Its Impossible. For there to be a shape where all five lines meet perfectly and there to be two pairs of perpendicular sides, there must three right angles. Alternitavely, you could have 1 pair of perpendicular lines and two rights angles, but certainly not both.
A right triangle has one set of perpendicular lines, represented by its two legs that meet at a right angle. Additionally, it features two acute angles, which are the angles opposite the legs. This combination of characteristics defines the right triangle's unique shape.