Menu Close

p-integr-and-p-2-1-prove-that-c-0-1-ln-ln-p-1-ln-lnp-1-p-c-ln-p-c-2-prove-that-ln-ln-p-1-ln-ln-p-lt-1-plnp-3-prove-that-lim-n-k-2-n-1-klnk-

Tinku Tara 0 Comments
Pin




Question Number 30213 by abdo imad last updated on 18/Feb/18
p integr and p≥2 1) prove that ∃c∈ ]0,1[ / ln(ln(p+1))−ln(lnp) =(1/((p+c)ln(p+c))) 2)prove that ln(ln(p+1))−ln(ln(p))<(1/(plnp)) 3) prove that lim_(n→∞) Σ_(k=2) ^n (1/(klnk))=+∞ .
pintegrandp⩾21)provethat∃c∈]0,1[/ln(ln(p+1))−ln(lnp)=1(p+c)ln(p+c)2)provethatln(ln(p+1))−ln(ln(p))<1plnp3)provethatlimn→∞∑k=2n1klnk=+∞.

Pin

Leave a Reply

Your email address will not be published. Required fields are marked *