Question: Prove the statement using the epsi ,delta definition of a limit. lim_(x->8)(x^(2)-2x-48)/(x-8)=14 |(x^(2)-2x-48)/(x-8)-14||((x-8)(x+6))/(x-8)-14||x+6-14| ] != [ 8]|x-8| . Choose delta = --Select-.. . Then

Prove the statement using the

\\\\epsi ,\\\\delta

definition of a limit.\

\\\\lim_(x->8)(x^(2)-2x-48)/(x-8)=14

\

|(x^(2)-2x-48)/(x-8)-14||((x-8)(x+6))/(x-8)-14||x+6-14|

]

!=

[

8]|x-8|

. Choose

\\\\delta =

--Select-.. . Then\ Need Help?

Prove the statement using the \\\\epsi ,\\\\delta definition of a limit.\

Prove the statement using the , definition of a limit. limx8x8x22x48=14 Given >0, we need such that if 0

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