Construct a quadrilateral $PLAN$ in which $PL = 4 cm, LA = 6.5 cm$ angle $P = {90}^o$, angle$A = {110}^o$and angle $N = {85}^o$.

With the help of a ruler and compasses, it is possible to construct an angle of.

With the help of a ruler and compasses, it is not possible to construct an angle of.

To construct a quadrilateral, the minimum components required is.

Which of the following is not true?

To construct a quadrilateral, the relation between the sides and angles that we need is.

State whether you can construct a quadrilateral in each case with the given data.

 For quad. $ABCD, AB = 3cm, BC = 5cm, AC = 8cm, AD = 4cm, CD = 6cm$
 

State whether you can construct a quadrilateral in each case with the given data.

For quad. $PQRS, PO = 4cm, OR = 4.7cm, PR = 8cm, PS = 5cm,$and $RS = 5.2cm$.

State whether you can construct a quadrilateral in each case with the given data.

For quad. $ABCD, BC = 5cm, BD = 6cm, CD = 10cm, CA = 7cm$, and $AD = 4.5cm$.