The value of
limx→2 x3−4xx3−8−1−x+2xx−2−2x−2−1, is
12
2
1
none of these
We have,
limx→2 x3−4xx3−8−1−x+2xx−2−2x−2−1=limx→2 x2+2x+4x(x+2)−x(x+2)x−2−2(x+2)x−2−1=limx→2 x2+2x+4x(x+2)−(x+2)(x−2)x−2−1=limx→2 x2+2x+4x(x+2)−1=128−1=12