mwalker04 mwalker04
  • 24-06-2020
  • Mathematics
contestada

Evaluate the limit, or state that the limit does not exist.(6n^2-2n)/(n^2+8)

Respuesta :

LammettHash
LammettHash LammettHash
  • 24-06-2020

Assuming the limit is taken as n approaches infinity, we have

[tex]\displaystyle\lim_{n\to\infty}\frac{6n^2-2n}{n^2+8}=\lim_{n\to\infty}\frac{6-\frac2n}{1+\frac8{n^2}}=\boxed6[/tex]

because the rational terms in the numerator and denominator will vanish.

Answer Link

Otras preguntas

Does friction always do negative work? If not, what's an example of friction doing positive work.
5% of 220 files please help me!<3
which is bigger 2 miles or 3 kilometers
3/657 using partial quotients
What was the cause and effect of the Intolerable Acts?
After the food has been chewed and lubricated, it is pushed by the tongue into the___________. larynx pharynx stomach
A statistic is a(n) __________ that describes groups or samples of objects. observation analogy number experiment
what is it called when a group of people identify themselves based on distinct culture, belief system, religion, or history?
Rice was an important food crop that originated in Japan. a. True b. False
A group of physics teachers is taking some time off for a little putt-putt golf. The 15th hold has a large metal rim that putters must use to guide their ball t