The Question:

Rewrite the definition in terms for logical symbols, then write the negation using the same symbols.

The real number L is the limit of the function \rightarrow \mathbb{R} " alt="f \rightarrow \mathbb{R} " /> at the point c iff for each there exists such that whenever and .

My Answer

The definition:

The negation:

Can any1 tell me if im right or wrong?