 Hello and welcome to the session. In this session we are going to discuss the following question and the question says that find the minimum or maximum value of the function f of x is equal to minus 3 into x minus 2 whole square plus 4. Let us start with the solution of the given question. Here we are given the function f of x is equal to minus 3 into x minus 2 whole square plus 4. Now comparing this function with vertex form of the quadratic function that is a into x minus h whole square plus k we get a is equal to minus 3, h is equal to 2 and k is equal to 4. So its vertex is given by the ordered pair hk that is the ordered pair 2 4. Now as a is equal to minus 3 which is less than 0 so the graph of the given function will open downwards and the vertex which is given by the ordered pair 2 4 will be the maximum point the y-coordinate of the vertex will give the maximum value of the function. So the maximum value of the function is 4. Now if we see the graph of this function that is f of x is equal to minus 3 into x minus 2 whole square plus 4 we see that here the maximum value is the maximum y value on the graph and that is equal to 4. This is the required answer. This completes our session. Hope you enjoyed this session.