A square is a special kind of parallelogram. Is the statement true or false? Justify your answer with appropriate reason
Answers
Answer:
However a square has additional properties as well, so it can be regarded as a special type of parallelogram. The diagonals are equal. The diagonals bisect the angles at the vertices to give 45° angles.
Answer:
hey mate the answer is: true
Step-by-step explanation:
Can a square or rectangle be a parallelogram?
A square is also a parallelogram whose sides intersect at 90° angles. Therefore, like a rectangle its opposite sides are congruent. However, a square has an added feature. It is also a rhombus.
Is parallelogram is a square?
Every square is a parallelogram, as by definition, a square is a rectangle with all sides equal. A rectangle is a special parallelogram satisfying the condition that all of its internal angles are equal to one another. From this argument, it is evident that every parallelogram is not a square-squares are but a small subset of the parallelograms.
Can a square or rectangle be a parallelogram?
A square is also a parallelogram whose sides intersect at 90° angles. Therefore, like a rectangle its opposite sides are congruent. However, a square has an added feature. It is also a rhombus.