1. The problem statement, all variables and given/known data( Given: U0=2 and : (U)n+1=(Un^2+Un)/(1+Un) 2. Relevant equations prove that for every n in N : Un>1 3. The attempt at a solution ok for n=0 i got Un+1=2 and 2>1 therefore for n=0 its true. now we assume its true for U=0 and we want to show that Un+1>Un ((Un+1)^2+Un+1)/(1+(Un+1)^2) > Un am i correct so far?