The graph of the function has one relative extreme point. Plot this point and check the concavity there. Using only this information, sketch the graph. f(x) = 6x2 - 6 The relative extreme point on the graph is E. (Type an ordered pair.) fins = 6x2- 6 let this is first equation. for critical point of (x ) = 0 = ) 12x20 x = 0 using the first derivative Test 1 (x) so to The Left of n=0 and find s0 to the right no is a point of local minimums and flo)= - 6 Also using the definition of Relative iextreme ) Winimum fix) has a global minimum at k zo S ing flo )