math-public:uproscheniya_s_chislami
| Номер | ————————— Условие ————————— | ——————— Ответ ——————— |
|---|---|---|
| 1. | 3√102⋅(√72+√5+√52−√7+4√7+√5)−5√14 | −20√2 |
| 2. | 2(3−√5)(√3−5)+2√3−√5+(√15+1)2−√405 | 5√3−14 |
| 3. | (√21−73−√21−√15−53√2−√30)⋅√3√14−√5 | √22 |
| 4. | (1√8+1−1√2+1+√23049)(2−√2) | 67 |
| 5. | (2√√3+1−2−2√√3+1+2)(√27−9) | 24 |
| 6. | (√14−√21√7−7:(√23−1)+√2136)⋅(6−√243)−4,5 | −√3 |
| 7. | ((2−√5)(3+√15)√3−√5−4√15)⋅(√35+√53−2)−(√3+√15)2+34√5 | 8√15−48 |
| 8. | (√452−3√5)(√50+2)+7−√57+√5⋅44+2√53−54 | 7√515 |
| 9. | (8+√81+1√8−√2)⋅1√2+√2−11√2−√2+1−15√2 | 4 |
| 10. | 3−2√22√2+3−2+√3√3−2+√2886+√2√2−√3−√7−4√3−√3+1 | 4(√2−√3) |
| 11. | √7−√24−√7−√48√5−√24−3√3−√6 | 3+2√6 |
| 12. | (2√3−√23+1)(2√3+√2+3)−13√24−√72√2−√6+2⋅(3−√3) | 3 |
| 13. | 3√3+2√25−√6−√5+√(4+45)(√2+√3)21+√1,5−√2,55 | √2 |
| 14. | √28+6√3+1√4+2√3−1⋅9−2√3√12+6√3−3 | 23√3 |
| 15. | (4−√15)√(4+√15)−(4+√15)√(4−√15)(√611−√2)(√1,5+√5,5) | √668 |
| 16. | √−5+8√12√3+6√7−4√3⋅(4−√3) | 13 |
| 17. | √98+√250−4√52+√1605√25+8√58+√160−7√2+(1−√5√5−2)2−13√52 | 312 |
| 18. | 1√8−2√7+2√7+√7+721+√7−√17562 | 2162 |
| 19. | (√3−2)4+56√3−96(1+√5)2−(2−√5)2⋅76√21+4√5 | 43 |
| 20. | (5√112+2√567−9√175):(2√7)(7√87−14√37+3√72)⋅2√27−14 | 7√648 |
| 21. | 4√2+√3−1−√10−4√6(1+√3,75)2−√15 | 4√219 |
| 22. | (3√245−√810):(2√5)+4,5√2(2√0,3+3√123)⋅4√53−20−10,52√6−2√2 | −21√616 |
| 23. | (√2−√3)3+(√2+√3)3144−√2+(√2−1)2−7 | −22 |
| 24. | √(3−√7)2+5⋅√21+√252−√73,5√3,5(3√323−√38)⋅√32−12 | −8√213 |
| 25. | (2−√6)(√2−√6)+2√3+2√6√11+6√2−2√5+√30√30−2√5+√24 | −3 |
| 26. | (√2+√3−√5)⋅√30+5√6(√90+√240):(2√3)−√5⋅√10+√11−2√30√5+√6 | 11 |
| 27. | 1+√33−√3−3−√31+√3−41−√22+√2+1+√22−√2+1+√−13+4√28−10√3−2 | −19√315 |
| 28. | √5√3−3√55√3+3√5−√5√3+3√55√3−3√5+2√6 | √6 |
| 29. | (√4−√2−√4+√2)2+2√14√21−12√3−√39+12√3+413√3 | −1213 |
| 30. | √√7+√5+√32⋅√7−√5+√32⋅√7+√5−√32⋅√3+√5−√72 | √594 |
math-public/uproscheniya_s_chislami.txt · Последнее изменение: 2016/10/26 13:22 — labreslav