deletions | additions       diff --git a/paragraph_f_Does_the_sequence__.tex b/paragraph_f_Does_the_sequence__.tex  index 48b92a5..6087106 100644  --- a/paragraph_f_Does_the_sequence__.tex  +++ b/paragraph_f_Does_the_sequence__.tex 
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Cauchy sequence   \\ [x_{1}, x_{2} , x_{3}, x_{4} , ...x_{i}]  \\ $\vert x_{n+p} - x_{n} \vert$ for $p \geq 1$  x_{n} is a Cauchy sequence if for all $\epsilon \geq 0$ there is an N such that.  \[x_{m} - x_{n} < \epsilon \]   where $m,n > N$