a rhombus and a square. a square can be a parallelogram but a parallelogram cannot be a square. a rhombus cannot be a square but a square can be a rhombus.
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A rhombus does not have any lines of symmetry, only a square has two.
No.
If it is a square or a rectangle, then yes, it will have lines of symmetry. But if you're thinking of your typical parallelogram that does not have another name, then no, it does not have lines of symmetry. Basically, no.
A parallelogram has no lines of symmetry unless it is a square, a rectangle or a rhombus.
A parallelogram has two lines of symmetry. These lines are the diagonals of the parallelogram, which bisect each other. Additionally, while a rectangle (a special type of parallelogram) has four lines of symmetry, a general parallelogram only maintains symmetry through its diagonal intersections.
A parallelogram normally has no lines of symmetry unless it is in the shape of a rectangle which will then give it 2 lines of symmetry
A parallelogram, other than a rhombus or rectangle.
Normally none unless it in the shape of a rectangle which has 2 lines of symmetry
square-rectangle-rhombus-parallelogram
It depends on the parallelogram. There are usually no normal lines of symmetry, the rectangle and the square have 4.
None, unless the parallelogram happens to be a rectangle.
square
A rectangle is one of them