Çã³äíî ç íîìåðîì ñòóäåíòà â ãðóï³ âèáðàòè âàð³àíò çàâäàííÿ òà íàïèñàòè íà àñåìáëåð³ ïðîãðàìó îá÷èñëåííÿ îäíîãî ç âèðàç³â:
1. 2(a – bñ) + e/d; 9. 8c – 6ad – b/9e; 17. 2(c/e + a)b – d/17a;
2. 2(ce + a)b – 2d/a; 10. (a – ed)b – 10d/b; 18. (a – bc)/b + 18d;
3. (a – cb)/b + 3d; 11. (a – b)ab – 11d/e; 19. 8c – ab – b/19e;
4. 8d – ab – 4d/a; 12. (b – 2d)/(12a – ñ); 20. (a – cd)b – 20a/b;
5. a + 5ac – 5b/c; 13. ae + b – 13b/c; 21. (a – b)ab – 21d/e;
6. 2(a – b/ñ) + 6e/d; 14. 8ad – b – d/14a; 22. (a – 2d)/(a – 22ñ);
7. 2(c/e + a)b – 7d/a; 15. a – 5ac – b/15c; 23. ab + c – b/23c;
8. (a – c/b)/b + 8d; 16. 2(a – b/ñ) + e/16d; 24. 8a – b – d/24a.
Âèìîãè äî ïðîãðàì:
1. Ïåðåäáà÷èòè ñèòóàö³þ, ïðè ÿê³é ÷èñëà áóäóòü çì³íþâàòèñÿ â³ä ì³í³ìàëüíîãî äî ìàêñèìàëüíîãî çíà÷åíü (óðàõóâàòè ìîæëèâ³ ïåðåïîâíåííÿ ðîçðÿäíî¿ ñ³òêè òà ïîçèêè);
2. Äëÿ ïåðøèõ äåñÿòè çà ñïèñêîì ñòóäåíò³â çì³íí³ ïîâèíí³ ìàòè ðîçì³ð áàéòà, äëÿ äðóãèõ äåñÿòè çà ñïèñêîì ñòóäåíò³â – ðîçì³ð ñëîâà, à äëÿ òðåò³õ äåñÿòè çà ñïèñêîì ñòóäåíò³â – ðîçì³ð ïîäâ³éíîãî ñëîâà;
3. Íàâåñòè ïðîãðàìó ç âèêîðèñòàííÿì çîâí³øí³õ ïðîöåäóð.