Yes if it didn't it wouldn't be a prism.
A cube is a rectangular prism with all its sides congruent and angle between any two adjacent sides = 90 degrees.Rectangular prism does not necessarily have all its sides congruent and angle between any two adjacent sides = 90 degrees.
It all depends on what kind of polygon it is. It may have no congruent sides or all congruent sides.
Yes! All six sides of a hexagon are congruent. It doesn't have to have all sides congruent. A hexagon only needs six sides to be a hexagon.
All sides congruent = square Two pairs of mutually congruent sides = rectangle
Yes.A parallelogram with all congruent sides is called a rhombus. A square is technically a parallelogram with all congruent sides as well.
A cube is a rectangular prism with all its sides congruent and angle between any two adjacent sides = 90 degrees.Rectangular prism does not necessarily have all its sides congruent and angle between any two adjacent sides = 90 degrees.
Prisms have two parallel and congruent bases. These bases are connected by rectangular or parallelogram-shaped sides, creating a three-dimensional shape. Examples of prisms include rectangular prisms, triangular prisms, and hexagonal prisms.
No, rectangles do not have congruent sides. Squares have congruent sides.
It all depends on what kind of polygon it is. It may have no congruent sides or all congruent sides.
All regular shapes have congruent sides.
Yes! All six sides of a hexagon are congruent. It doesn't have to have all sides congruent. A hexagon only needs six sides to be a hexagon.
All sides congruent = square Two pairs of mutually congruent sides = rectangle
Yes.A parallelogram with all congruent sides is called a rhombus. A square is technically a parallelogram with all congruent sides as well.
iscosolese triangle: 2 congruent sides and one that is not congruent Scalene: all un congruent equaladeral: all congruent
Corresponding sides and angles are not all congruent.
equilateral triangle
A trapezium with all its sides congruent is an impossible shape.