The value of limx→2 e3x−6−1sin(2−x), is
3/2
3
-3
-1
We have,
limx→2 e3x−6−1sin(2−x)=limx→2 e3(x−2)−13(x−2)×−3(2−x)sin(2−x)=1×−3=−3