A rectangle has the following properties:-
It's a 4 sided quadrilateral
It has 4 interior right angles that add up to 360 degrees
Its 4 exterior angles add up to 360 degrees
Its perimeter is the sum of its 4 sides
Its area is length times width
It has 2 diagonals
It will tessellate
It can be split into 2 right angle triangles
It has lines of symmetry
Area formulas? Area of a rectangle equals base*height Area of a square equals side*side Area of a triange equals 1/2 * base* height
Rectangle.
Rectangle, trapezoid, square, triangle, and parallelogram are all types of quadrilaterals or polygons with specific characteristics. They all have straight sides and angles, with the sum of their interior angles totaling 360 degrees. Additionally, they can all be classified based on their side lengths and angle measurements, making them fundamental shapes in geometry with distinct properties and formulas for area and perimeter calculations.
Any rectangle that does not have all of its sides of equal length will be a non-square rectangle. A square is a special form of rectangle. In a rectangle, all its interior angles are right angles. If all four sides are the same length, it's a square. If not, it's a non-square rectangle.
Add up all the sides of the rectangle.
A cell.
A= 2lw+2lh+2wh
Area formulas? Area of a rectangle equals base*height Area of a square equals side*side Area of a triange equals 1/2 * base* height
Rectangle.
A square can be a rectangle because a rectangle just has to have four sides and they all have to have right angles, which a square does. But a rectangle can never be a square because a square HAS to have ALL EVEN sides with all right angles. A rectangle possibly could not have all even sides.
a rectangle and quadrilateral
Multiply length times width if the shape is a rectangle. Other shapes have different formulas.
In a rectangle, all the opposite sides, and angles are congruent to each other. All 4 angles of the rectangle, are right angles.
Quadralateral Rectangle
Rectangle, trapezoid, square, triangle, and parallelogram are all types of quadrilaterals or polygons with specific characteristics. They all have straight sides and angles, with the sum of their interior angles totaling 360 degrees. Additionally, they can all be classified based on their side lengths and angle measurements, making them fundamental shapes in geometry with distinct properties and formulas for area and perimeter calculations.
A rectangle!
Type your answer here... all rectangle are parallelograms.