Question: to come back to Tutorial Exercise Determine whether the function's vertex is a maximum point or a minimum point and find the coordinates of

to come back to Tutorial Exercise Determine whether the function's vertex is

to come back to Tutorial Exercise Determine whether the function's vertex is a maximum point or a minimum point and find the coordinates of this point. Find the zeros, if any exist, and sketch the graph of the function. y=x-x Step 1 First write the function in general form, y = ax + bx + c. +x Since a 0, the parabola opens downward downward So, is the vertex a maximum or a minimum? The vertex is a maximum point. The vertex is a minimum point. Step 2 The coordinates of the vertex of a quadratic function of the form y = ax2 + bx + care GG Use the values of a and b to determine the x-coordinate of the vertex. -b x = -1

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