The given statement isFalse. Because, all squares are parallelograms as opposite sides are parallel and opposite angles are equal.
Thanks
Shraddha Singh
5 Years ago
Dear Student,
The given statement " All squares are not parallelograms" is FALSE.
Because in a parallelogram, opposite sides are equal and parallel and squares satisfy this condition . And hence, they are parallelograms.
Hope it helps!
Thank you ✌️
Debarati
4 Years ago
The given statement is false because all squares are parallelograms. Squares have all the properties of a parallelogram, ie, squares have opposite sides equal and parallel. So, squares belong to the group of parallelograms.