Fie sirul a(n),strict descrescator cu a(n)>0 si lim(n->oo)a(n)=0,pt orice n din N.Fie k din N\{0,1} si B(k,n) solutia ecuatiei (log in baza k+1+a(n) din x)*ln k=ln(x-1).Aflati L=lim(k->oo)(lim(n->oo)B(n,k)).
--- "Just because you're a perfectionist doesn't mean you're perfect." J.N
peterpan012
Grup: membru
Mesaje: 7
16 Jul 2007, 00:13