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Almost but not quite because a rectangle has 4 equal right angles whereas a parallelogram has 2 equal opposite obtuse angles and 2 equal opposite acute angles.

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βˆ™ 2016-02-25 13:00:27
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Q: Does a rectangle have the same attributes as a parellogram?
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Related questions

A parellogram and a rectangle have equal areasfind the altitude of the parellogram?

The question cannot be answered without further information. Have the rectangle and parallelogram the same length/ base? If not, what is the length of the rectangle and the base of the parallelogram?

Can a rectangle be a parellogram also?

Yes, a rectangle is a special case of parallelograms.

What are 3 names for a rectangle?

a square,parellogram,hecgaton

What quadrilateral have all the same attributes of a rectangle?

Only other rectangles.

What quadrilaterals have the same attributes of a rectangle?

If the attributes of a rectangle are considered to be:it has two pairs of parallel sidesopposite sides are equal in lengthall angles are 90°the diagonals are equal and bisectThen only a square also has those attributes. If it is a further requirement that the two pairs of opposite sides are such that in each pair the lengths of the sides are the same, but the lengths of those two pairs are different, then only a rectangle is a rectangle.

Does a rectangle have all the same attributes as a square?

No. All of a square's sides are the same size.

A parellogram with 4 right angles and no equal sides?

Not possible... in order for it to have four right-angles, it would resemble a square or rectangle.

Is a rectangle a quadrilateral that does not have all the attributes of a parallelogram?


What are two attributes of rectangle?

(1) Opposite sides are the same length and (2) All four corners are right-angles.

Is every square a parellogram?


What are the attributes of a pyramid?

A pyramid has a based that is a polygon such as a triangle or rectangle. The other sides of a pyramid consist of triangles, which are usually the same size.

Are all rombuses parellogram?

um no

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