Hi,
hopefully I will get some response as this being my first post on this forum
I have 3 limits that I'm not so sure if I solved them correctly...
this first is not problem, now with second one (I hope you will understand)
(2n∗2+3n∗3)/(2n+3n)=(2n+n/3n+3n∗3/3n)/(2n/3n+3n/3n)=3/1=3
I have no idea how to start (c), maybe something like this
(n+1)(1/2)−n(1/2)=n(1/2)+n/2+1(1/2)−n(1/2)=n/2+1 but does this count as infinity?
about (d) maybe to much to write, but possible that we convert everything to same root = 12, then remove it and divide everything with biggest number (n^18) to get result 1
hopefully I will get some response as this being my first post on this forum
I have 3 limits that I'm not so sure if I solved them correctly...

this first is not problem, now with second one (I hope you will understand)
(2n∗2+3n∗3)/(2n+3n)=(2n+n/3n+3n∗3/3n)/(2n/3n+3n/3n)=3/1=3
I have no idea how to start (c), maybe something like this
(n+1)(1/2)−n(1/2)=n(1/2)+n/2+1(1/2)−n(1/2)=n/2+1 but does this count as infinity?
about (d) maybe to much to write, but possible that we convert everything to same root = 12, then remove it and divide everything with biggest number (n^18) to get result 1