thcomparaison.py

Created on December 13, 2021

383 Bytes

lim Un = +inf donc pour tout reel
grand a, il existe un entier N tel 
que tout entier n si N<n alors A<Un

Or on sait que Vn>Un a partir d un
certain rang Np

Donc pour tout entier n, n> max(N,Np)
on a Vn>Un>A donc lim Vn = +inf

Soit (un), (Vn) et (Wn) trois suites
telles que (un) < (Vn) < (Wn) 
a partir d'un certain rang

Si lim un = lim wn= l 
alors limVn=l

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