A square or a rectangle would fit the given description.
Rectangles. (Which includes squares.)
Square & Rectangle are the only two. Rhombus (diamond) & parallelogram have adjacent sides, but no 90 degree angles (not perpendicular).
Mutually perpendicular, adjacent sides.Mutually perpendicular, adjacent sides.Mutually perpendicular, adjacent sides.Mutually perpendicular, adjacent sides.
The adjacent sides of a square are perpendicular.
yes, in a sq. or a rec. , all adjacent sides are perpendicular
The adjacent sides of very few quadrilaterals are equal. This is most common in the square and the rhombus, but does not often happen in quadrilaterals such as the kite, the delta, the rectangle or the trapezium.
Adjacent sides of a rectangle are perpendicular.
Adjacent sides are perpendicular. Opposite sides are parallel.
The perpendicular adjacent sides in the triangle would be 3 sides. It is the basically horizonstal line next to a vertical line(perpendicular) if it was parallel adjacent then only two side of triangle /\ <-- parallel
The most obvious types of quadrilaterals that have perpendicular diagonals are those with two pairs of adjacent sides the same length - squares, rhombuses, and "kite" shapes.These are all special cases of "orthodiagonal" quadrilaterals. All orthodiagonal quadrilaterals will adhere to the rule that the sum of the squares of the lengths of two opposite (nonadjacent) sides will equal the sum of the squares of the lengths of the other two sides; for successive sides of lengths a, b, c, and d, we have:a2 + c2 = b2 + d2This formula will be true for all orthodiagonal quadrilaterals and any quadrilateral for which this is true will be orthodiagonal (i.e. the diagonals will be perpendicular).
"Adjacent" means next to each other. "Perpendicular" means at an angle of 90 degrees. Rectangles (this includes squares) have adjacent perpendicular sides. So do right triangles.
Adjacent sides are not necessarily perpendicular; it depends on the shape in question. In a rectangle or a square, adjacent sides are indeed perpendicular to each other, forming right angles. However, in other shapes like parallelograms or trapezoids, adjacent sides can be at various angles. Therefore, the perpendicularity of adjacent sides is specific to the geometric context.