Hey answer this its urgent yarrr
evaluate ques no 11
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here this answer
L=limx→1 (x3−3x+1x−1)
Applying limit we get:L=1−3+11−1=−10→−∞Hence
lim x→a f(x) exists if it is finite, hence
limit does not exist for given case.
⇒limx→1 (x3−3x+1x−1) does not exist
I hope it is helpful to you
L=limx→1 (x3−3x+1x−1)
Applying limit we get:L=1−3+11−1=−10→−∞Hence
lim x→a f(x) exists if it is finite, hence
limit does not exist for given case.
⇒limx→1 (x3−3x+1x−1) does not exist
I hope it is helpful to you
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priya9525:
hey this helpful to you if brain list me please
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