1. The problem statement, all variables and given/known data Determine if sequence converges or diverges, if it converges find its limit. a (sub) n= (3^(n+2))/(5^(n)) 3. The attempt at a solution The only things Ive tried doing thus far is setting the sequence up as a function and letting x approach infinity. I then tried using l hospitals rule and this really didn't help me prove that this functions limit is equal to 0. I eventually tried putting the limit onto the numerator and denominator. This still really didn't help. Lastly I put the limit into the exponents in both numerator and denominator and get 3^∞/5^∞. Was I on the right path at any time here? -thanks for any suggestions!