A rectangle with all sides the same length is referred to as a "square".
It's not necessary to specify that it has "4 right angles". If it's a "rectangle",
then we already know that.
rectangle
A rectangle is a square if all sides are the same length. A rhombus is a square if all angles are right angles (90o).
Well, hello there! A nonsquare rectangle is a rectangle where all the angles are right angles, but the sides are not equal in length. It's like having a special rectangle that's a little different from the usual, but just as wonderful in its own unique way. Remember, every shape has its own beauty and purpose on the canvas of life.
A rectangle is defined as a four sided figure with four right angles. Does any of that definition not meet with the definition of a square? No. A square is just a rectangle with all four sides equal length. ■
In a rectangle, consecutive sides are the pairs of sides that share a common vertex or corner. For example, the top and right sides, or the bottom and left sides of a rectangle are consecutive sides. These sides are perpendicular to each other, forming right angles at their intersection points.
A rectangle has 4 sides not the same length and 4 right angles.
a parallelogram with four right angles with sides different in length and width is That would be a rectangle. - HistoryDork
A rectangle
Rhombus ; Internal 2 acute and two obtuse angles; four sides of equal length, opposite sides are parallel. Rectangle ; Internal angles are all 90 degrees(right angles), opposite sides of equal length and parallel. Adjacent sides are of different length.
They can be, but they do not have to be. A rectangle has 4 sides and 4 right angles. Which means a square, which is a type of rectangle, would have 4 of the same length sides.
a rectangle
It is a rectangle.
The right answer is a rectangle.
It is a rectangle. Just picture it. 4 right angles and 2 sides that are the same length.
It is a RECTANGLE
Well, honey, that's not a parallelogram, that's a rectangle. A parallelogram can have opposite sides equal in length and opposite angles equal in measure, but not necessarily right angles. So, in this case, you're describing a rectangle, not a parallelogram. But hey, at least you're on the right track!
rectangle