Evaluate the following limits, where c and k are constants. \lim_{x\to2}(

Ava-May Nelson 2021-10-17 Answered
Evaluate the following limits, where c and k are constants.
limx2(1x22x22x)
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Expert Answer

wheezym
Answered 2021-10-18 Author has 103 answers
To evaluate: limx2(1x22x22x)
Solution:
Given, limx2(1x22x22x)
On simplifying further we get:
limx2(1x22x22x)=limx2(1x22x(x2))
limx2(1x22x22x)=limx2(x2x(x2))
limx2(1x22x22x)=limx21x
limx2(1x22x22x)=12
Result:
limx2(1x22x22x)=12
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