 Hello, and welcome to the session. In this session, we'll discuss a question which says that if P2P is the midpoint of the line segment joining the points A, 6 minus 5, and B minus 2, 11, find the value of P. And the options are option A minus 6, option B minus 3, option C, 3, and option D states. Now before starting the solution of this question, we should know our result. And that is the midpoint formula. If A minus the line segment with C as the midpoint and the coordinates of A are x1 by 1, coordinates of B are x2 by 2, then the midpoint formula coordinates of the midpoint C are x2 by 2, and y1 plus y2 by 2. Now this result will work out as a key idea to solve out this question. And now we will start with the solution. Now in the question, it is given that P is the midpoint of the line segment AB, where the coordinates of A are 6 minus 5, coordinates of B are minus 2, 11, and coordinates of P are 2, P. So given the midpoint of AB, therefore, the midpoint formula, that is, by this formula, we can find the coordinates of the midpoint. So the midpoint formula, coordinates of the midpoint P will be equal to 6 plus or minus 2 by 2 and minus 5 plus 11 by 2. Here, let this be x1 by 1, this be x2 by 2. So the coordinates of P are x1 plus x2 by 2 and y1 plus y2 by 2. Also, we have the coordinates of P as 2, P. So this implies 2 P is equal to minus 2 by 2 and minus 5 plus 11 by 2, which further implies 2 P is equal to 6 minus 2 is 4 and 4 by 2 is 2 and minus 5 plus 11 is 6 and 6 by 2 is 3. Now, as these two are equal, so equation where y coordinates, we get P is equal to 3. So this implies P is equal to 3. So the answer of the question is option C. So the answer is equal to option C and this is the solution of this given question and that's all for this session. Hope you all have enjoyed this session.