The value of limx→2x3−4x2+4xx2−4
Given limx→2x3−4x2+4xx2−4=limx→2x(x2−2(x)(2)+22)x2−22=limx→2x(x−2)2(x−2)(x+2)=limx→2x(x−2)(x+2)=2(0)2+2=0