Answer:
Answer is c
Step-by-step explanation:
Given an expression in n as
[tex]\frac{7n+1}{n^2}[/tex]
We are asked to find out the limit as n tends to infinity
The given term has degree 1 for n in the numerator and degree 2 for n in the denominator
When n tends to infinity, since n is very large, we can say n^2>n
IN other words denominator having square of n approaches infinity faster than the numerator
This gives the limit as a finite value/infinite =0
HEnce limit =0
