 Hello and welcome to the session in this session. We will discuss the following question and the question says Constructive triangle PQR With QR is equal to 6.5 centimeters Angle Q is equal to 110 degrees and angle R is equal to 60 degrees So we have to construct a triangle in which the length of one side and two angles are given to us Let's start the solution now Now we are given that in the triangle PQR side QR is equal to 6.5 centimeters So we shall first draw the line segment QR We shall now write down the step one of construction draw a line segment QR which is equal to 6.5 centimeters So we have drawn this line segment QR of length 6.5 centimeters It is also given in the question that angle Q is equal to 110 degrees So we shall now construct an angle of 110 degrees at Q So step two of construction is at Q construct angle BQR Which is equal to 110 degrees So this is the angle BQR which we have constructed at Q and it measures 110 degrees We are also given that angle R is equal to 60 degrees So we shall now construct an angle of 60 degrees at R step three of construction is at R construct angle ARQ Which is equal to 60 degrees So we will now construct an angle ARQ at R which is equal to 60 degrees We have constructed this angle ARQ at R and it measures 60 degrees now step four of construction is let BQ and AR Intersect at P So this point of intersection of BQ and AR is the point P Thus we have constructed the triangle PQR in which QR is equal to 6.5 centimeters Angle Q is equal to 110 degrees and Angle R is equal to 60 degrees Therefore Triangle PQR is The required triangle With this we end our session. Hope you enjoyed the session