Some Special Parallelograms

A _____ is both a rhombus and a rectangle.

Is rhombus a rectangle? Explain.

Is rectangle a rhombus? Explain.

Write the differences between Rectangle and Rhombus. 

Write the similarities between Rectangle and Rhombus. 

It is possible to construct the quadrilateral when measurement of four sides and one diagonal is given.

The diagonals of a rectangle are of _____ length. $($equal$/$unequal$)$

In the given figure if OA is 2x + 3 and OB is 4x then the measure of the diagonal is _____ units.

The measure of the sides can be found given the measure of a diagonal of the square.

The property of squares that can help us to identify the measure of ∠ DBA is

a. All angles of a square is a right angle or the property that all sides of a square are equal.

b. Diagonals of the square are equal or the property that diagonals bisect at right angles.

Identify the best option that will help us solve the problem.

State whether the following statement is true or false.

All parallelograms are rectangles.

In a square, diagonals bisect each other at $90°$.

The diagonal of a square are_____.

Which is true for a rectangle?

All rectangles are squares.

$\mathrm{ABCD}$ is a rhombus. The measure of $\angle \mathrm{BCD}$ is :

If a quadrilateral is both a parallelogram and a kite, then it is a rhombus.

The sides and the angles of a rectangle are equal.

$PQRS$ is a rectangle. $QM$ and $SN$ are perpendiculars from $Q$ and $S$ on $PR$. 

Is it true that $QM=SN$, write yes or no.