limx→1(21−x2+1x−1)=___
0
12
1
∞
limx→1(21−x2+1x−1)=limx→1(21−x2−11−x)=limx→1(2−(1+x)1−x2)=limx→1(1−x1−x2)=limx→111+x=12
limx→1{x3+2x2+x+1x2+2x+3}1−cos(x−1)(x−1)2