Find the limit of (sqrt(1+x) - 1)/(cuberoot(1+x)-1) as x-->0 1. The problem statement, all variables and given/known data Fin limit of the follwing as x tends to 0: [sqrt(1+x)-1]/[cuberoot(1+x)-1] 2. Relevant equations 3. The attempt at a solution using change of variables: let y=sqrt(1+x) so = limit (as y tends to 1): [y-1]/cuberoot(y^2)-1] Then i got stuck. any help woyld be v much appreciated. Thank you.