 Hello and welcome to the session. In this session we will discuss the following question which says draw a rhombus PQRS with PQ equal to 5 centimeters and P are equal to 4 centimeters. We know that all sides of a rhombus are equal. So we will take this fact as the key idea to be used in this question. Now let's proceed with the solution. We have to draw a rhombus PQRS where we have PQ equal to 5 centimeters and P are equal to 4 centimeters. First let's draw a rough sketch of this rhombus PQRS. So consider this rhombus PQRS. This is the rough sketch where we are given PQ equal to 5 centimeters. Now as we know that all sides of the rhombus are equal. So PQ equal to QR equal to RS equal to PS equal to 5 centimeters and we are given that PR is equal to 4 centimeters. So let's do this construction step by step. First of all we draw a line segment PR equal to 4 centimeters. This is the line segment PR equal to 4 centimeters. Now we need to locate the points S and Q. So for this first of all with PRC center and radius as 5 centimeters we draw an arc on both sides of PR. So we have drawn these arcs on both sides of PR taking PRC center and radius as 5 centimeters. Then next in the same way with R as the center and radius as 5 centimeters we draw arcs intersecting the previous arcs at points Q and L. So we have drawn these arcs intersecting the previous arcs at this point of intersection of the two arcs PQ and this point of intersection of the two arcs PS. Then in the next step we join PS RS PQ RQ. So joining PS RS PQ RQ we get the rhombus PQ RS with each side equal to 5 centimeters. So we say this PQ RS is the required rhombus. This completes the session. Hope you have understood the solution of this question.