In general, how do you go about finding the limit of a sequence?
e.g. n^{1/ }
Sorry about latex fail, its n to the power the whole of the bracket.
Ok, so can L'hopitals rule always be used to find the limit of sequences?
Like if i had {(2n+3)(3n+2)}/{(n^2)+3n+2} would the limit be 6?
Also if i had {log(n)}/{10th root of n}..... sorry latex fail again, would i be able to use L'hopitals rule this time?