1.

Find the limits :i. limx→1[x2+1x+100]ii. limx→2[x3−4x2+4xx2−4]iii. limx→2[x2−4x3−4x2+4x]iv. limx→2[x3−2x2x2−5x+6]v. limx→1[x−2x2−x−1x3−3x2+2x]

Answer» Find the limits :

i. limx→1[x2+1x+100]

ii. limx→2[x3−4x2+4xx2−4]

iii. limx→2[x2−4x3−4x2+4x]

iv. limx→2[x3−2x2x2−5x+6]

v. limx→1[x−2x2−x−1x3−3x2+2x]


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