(See Solution) (a) Use the \epsilon-N definition to prove lim _n \rightarrow+∞ (3 n^2+n)/(2 n^2-1)=3/2 (b) Use \epsilon-δ̄ definition to prove
Question: (a) Use the \(\epsilon-N\) definition to prove
\[\lim _{n \rightarrow+\infty} \frac{3 n^{2}+n}{2 n^{2}-1}=\frac{3}{2}\](b) Use \(\epsilon-\bar{\delta}\) definition to prove that
\[\lim _{z-\vdots} r^{2}-2 x-3=11\]
Deliverable: Word Document 
![[See Steps] Find the limit that exists.](/images/solutions/MC-solution-library-53119.jpg "[See Steps] Find the limit that exists. (a) lim _n \rightarrow+∞")
[See Steps] Find the limit that exists. (a) lim _n \rightarrow+∞
(Steps Shown) (a) Give the definition that a sequence a_n is Cauchy.
(Step-by-Step) Assume that f is defined on (-1,1) and is continuous
(Solution Library) This table shows the number of defects, tallied
![[Solution Library] The data in the following](/images/solutions/MC-solution-library-53123.jpg "[Solution Library] The data in the following MINITAB output refer to")
[Solution Library] The data in the following MINITAB output refer to
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