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Homework Statement
Given that lim f(x)=L as x approaches a , prove that lim (x+f(x))=a+L as x approaches aView attachment 9630. Your proof cannot assume that the limit of a sum of two functions is the sum of their individual limits. You must use the deltaepsilon definition of limit in your proof.
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Given that lim f(x)=L as x approaches a , prove that lim x*f(x)=aL as x approaches a
Homework Equations
The Attempt at a Solution
attempt is in the attatchment
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