lim n3n55n52 ninfinity a Write Converges if the limit as n g

lim (n-(3n^5))/((5n^5)-2)

n-->infinity



a. Write Converges if the limit as n goes to infinity exists. Write Diverges if it does not.

b. Which one of these below, if any, did you base your conclusion on?


p>1

p< or =1

r<1

r>1

r=1

Comparison Test

Limit Comparison Test

Squeeze Theorem

Test for Divergence

Integral Test

Ratio Test

Root Test

Alternating Series Test

If absolute value of a(sub n) -> 0, then a(sub n) -> 0 as n -> infinity

Alegebra, Trig, Pre-Calculus, or Calculus 1



Please show work. ...will give great rating.