 Hello and welcome to the session. In this session, we will discuss a question which says that, find the rules of the quadratic equation 3x squared minus 2 root 6x plus 2 is equal to 0. Now, we will start with the solution. Now, we run the quadratic equation as 3x squared minus 2 root 6x plus 2 is equal to 0. Now, we will solve this quadratic equation by splitting the middle term. So, this implies 3x squared minus root 6x minus root 6x plus 2 is equal to 0. Now, this implies 3-calibration as root 3 into root 3x squared minus root 6-calibration as root 2 into root 3 into x minus, again here, root 2 into root 3 into x plus 2-calibration as root 2 into root 2 is equal to 0. Now, from these two terms, root 3x is common and within brackets it will be root 3x minus root 2 and from these two terms, minus root 2 is common and within brackets root 3x minus root 2 is equal to 0. Which further implies root 3x minus root 2 the whole into root 3x minus root 2 the whole is equal to 0. Now, this implies either 3x minus root 2 is equal to 0 or the root 3x minus root 2 is equal to 0. This implies either root 3x is equal to root 2 or root 3x is equal to root 2. Which further implies either 2 over root 3 or which implies x is equal to or rationalizing root 2 into root 3 over root 3 into root 3 equal to root 2 into root 3 over root 3 into root 3 is root 6 over root 3 into root 3 is 3 and here also root 6 and root 3 over root 3 is 3 solution of the given question and that's all for this session. Hope you all have enjoyed the session.