Polinom ireductibil
Moderators: Filip Chindea, Andrei Velicu, Radu Titiu
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Beniamin Bogosel
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Polinom ireductibil
Demonstrati ca polinomul \( X^5+X+2 \) este ireductibil in \( \mathbb{Z}[X] \).
Yesterday is history,
Tomorow is a mistery,
But today is a gift.
That's why it's called present.
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Tomorow is a mistery,
But today is a gift.
That's why it's called present.
Blog
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Filip Chindea
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PS. Chiar si daca enuntul ar fi fost corect, este de preferat ca in astfel de cazuri enuntul sa fie prezentat in intreaga generalitate, fara "accesorii" de genul "sa se arate ca pentru \( 2008 \)..." sau altele. Nu de alta, dar in caz contrar s-ar putea sa te trezesti cu raspunsuri perfect valabile de genul "iese cu Windows Calculator" 
PS2. Asta nu e o scuza! Nu stiu, poate poti gasi o aplicatie mai simpla pentru a prezenta ideea respectiva (in cazul in care nu e luata de prin variantele de bac ). Parca eram aici pe forumul de olimpiada, nu de redactari perfecte in TeX ! 
PS2. Asta nu e o scuza! Nu stiu, poate poti gasi o aplicatie mai simpla pentru a prezenta ideea respectiva (in cazul in care nu e luata de prin variantele de bac
). Parca eram aici pe forumul de olimpiada, nu de redactari perfecte in TeX !
Last edited by Filip Chindea on Fri Dec 12, 2008 5:11 pm, edited 1 time in total.
Life is complex: it has real and imaginary components.
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Beniamin Bogosel
- Co-admin
- Posts: 710
- Joined: Fri Mar 07, 2008 12:01 am
- Location: Timisoara sau Sofronea (Arad)
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scuze... nu am fost atent...
Yesterday is history,
Tomorow is a mistery,
But today is a gift.
That's why it's called present.
Blog
Tomorow is a mistery,
But today is a gift.
That's why it's called present.
Blog