Шаг:1 | | Шаг:2 |
| (11p+38p^2+10)*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| 11p*(38p3+5p2+10p)+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:3 |
= |
| 11p*38p3+11p*5p2+11p*10p+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:4 |
= |
| 418p*p3+11p*5p2+11p*10p+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:5 |
= |
| 418p*p3+55p*p2+11p*10p+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:6 |
= |
| 418p*p3+55p*p2+110p^2+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:7 |
= |
| 418p*p3+55p*p2+110p^2+38p^2*38p3+38p^2*5p2+38p^2*10p+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:8 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+38p^2*5p2+38p^2*10p+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:9 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+38p^2*10p+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:10 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:11 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+10*38p3+10*5p2+10*10p |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:12 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+10*5p2+10*10p |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:13 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+10*10p |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:14 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
| = |
| Шаг:15 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
3.8p^3*(38p3+385p2+120p+100)+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
| = |
| Шаг:16 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
3.8p^3*38p3+3.8p^3*385p2+3.8p^3*120p+3.8p^3*100+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
| = |
| Шаг:17 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+3.8p^3*385p2+3.8p^3*120p+3.8p^3*100+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
| = |
| Шаг:18 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+3.8p^3*120p+3.8p^3*100+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
| = |
| Шаг:19 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+3.8p^3*100+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
| = |
| Шаг:20 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
| = |
| Шаг:21 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+0.5p^2*38p3+0.5p^2*385p2+0.5p^2*120p+0.5p^2*100+p*(38p3+385p2+120p+100) |
| = |
| Шаг:22 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+19p^2*p3+0.5p^2*385p2+0.5p^2*120p+0.5p^2*100+p*(38p3+385p2+120p+100) |
| = |
| Шаг:23 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+19p^2*p3+192.5p^2*p2+0.5p^2*120p+0.5p^2*100+p*(38p3+385p2+120p+100) |
| = |
| Шаг:24 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+19p^2*p3+192.5p^2*p2+60p^3+0.5p^2*100+p*(38p3+385p2+120p+100) |
| = |
| Шаг:25 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+19p^2*p3+192.5p^2*p2+60p^3+50p^2+p*(38p3+385p2+120p+100) |
| = |
| Шаг:26 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+p*(38p3+385p2+120p+100) |
| = |
| Шаг:27 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+p*38p3+p*385p2+p*120p+p*100 |
| = |
| Шаг:28 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+38p*p3+p*385p2+p*120p+p*100 |
| = |
| Шаг:29 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+38p*p3+385p*p2+p*120p+p*100 |
| = |
| Шаг:30 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+38p*p3+385p*p2+120p^2+p*100 |
| = |
| Шаг:31 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+38p*p3+385p*p2+120p^2+100p |
| = |
| Шаг:32 |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+170p^2+38p*p3+385p*p2+100p |
| = |
| Ответ |
= |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+170p^2+38p*p3+385p*p2+100p |
|
Шаг:1. Выполним деление дробей умножением на обратную дробь
Стало: |
| (11p+38p^2+10)*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:2. Раскрываем скобки (11p+38p^2+10)*(38p3+5p2+10p)=11p*(38p3+5p2+10p)+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p)
Стало: |
| 11p*(38p3+5p2+10p)+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:3. Раскрываем скобки 11p*(38p3+5p2+10p)=11p*38p3+11p*5p2+11p*10p
Стало: |
| 11p*38p3+11p*5p2+11p*10p+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:4. Выполним умножение: 11p*38p3 = 418p*p3
Стало: |
| 418p*p3+11p*5p2+11p*10p+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:5. Выполним умножение: 11p*5p2 = 55p*p2
Стало: |
| 418p*p3+55p*p2+11p*10p+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:6. Выполним умножение: 11p*10p = 110p^2
Стало: |
| 418p*p3+55p*p2+110p^2+38p^2*(38p3+5p2+10p)+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:7. Раскрываем скобки 38p^2*(38p3+5p2+10p)=38p^2*38p3+38p^2*5p2+38p^2*10p
Стало: |
| 418p*p3+55p*p2+110p^2+38p^2*38p3+38p^2*5p2+38p^2*10p+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:8. Выполним умножение: 38p^2*38p3 = 1444p^2*p3
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+38p^2*5p2+38p^2*10p+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:9. Выполним умножение: 38p^2*5p2 = 190p^2*p2
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+38p^2*10p+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:10. Выполним умножение: 38p^2*10p = 380p^3
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+10*(38p3+5p2+10p) |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:11. Раскрываем скобки 10*(38p3+5p2+10p)=10*38p3+10*5p2+10*10p
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+10*38p3+10*5p2+10*10p |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:12. Выполним умножение: 10*38p3 = 380p3
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+10*5p2+10*10p |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:13. Выполним умножение: 10*5p2 = 50p2
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+10*10p |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:14. Выполним умножение: 10*10p = 100p
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
(3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100) |
|
Шаг:15. Раскрываем скобки (3.8p^3+0.5p^2+p)*(38p3+385p2+120p+100)=3.8p^3*(38p3+385p2+120p+100)+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100)
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
3.8p^3*(38p3+385p2+120p+100)+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
|
Шаг:16. Раскрываем скобки 3.8p^3*(38p3+385p2+120p+100)=3.8p^3*38p3+3.8p^3*385p2+3.8p^3*120p+3.8p^3*100
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
3.8p^3*38p3+3.8p^3*385p2+3.8p^3*120p+3.8p^3*100+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
|
Шаг:17. Выполним умножение: 3.8p^3*38p3 = 144.4p^3*p3
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+3.8p^3*385p2+3.8p^3*120p+3.8p^3*100+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
|
Шаг:18. Выполним умножение: 3.8p^3*385p2 = 1463p^3*p2
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+3.8p^3*120p+3.8p^3*100+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
|
Шаг:19. Выполним умножение: 3.8p^3*120p = 456p^4
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+3.8p^3*100+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
|
Шаг:20. Выполним умножение: 3.8p^3*100 = 380p^3
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+0.5p^2*(38p3+385p2+120p+100)+p*(38p3+385p2+120p+100) |
|
Шаг:21. Раскрываем скобки 0.5p^2*(38p3+385p2+120p+100)=0.5p^2*38p3+0.5p^2*385p2+0.5p^2*120p+0.5p^2*100
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+0.5p^2*38p3+0.5p^2*385p2+0.5p^2*120p+0.5p^2*100+p*(38p3+385p2+120p+100) |
|
Шаг:22. Выполним умножение: 0.5p^2*38p3 = 19p^2*p3
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+19p^2*p3+0.5p^2*385p2+0.5p^2*120p+0.5p^2*100+p*(38p3+385p2+120p+100) |
|
Шаг:23. Выполним умножение: 0.5p^2*385p2 = 192.5p^2*p2
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+19p^2*p3+192.5p^2*p2+0.5p^2*120p+0.5p^2*100+p*(38p3+385p2+120p+100) |
|
Шаг:24. Выполним умножение: 0.5p^2*120p = 60p^3
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+19p^2*p3+192.5p^2*p2+60p^3+0.5p^2*100+p*(38p3+385p2+120p+100) |
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Шаг:25. Выполним умножение: 0.5p^2*100 = 50p^2
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+380p^3+19p^2*p3+192.5p^2*p2+60p^3+50p^2+p*(38p3+385p2+120p+100) |
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Шаг:26. Выполним сложение: 380p^3+60p^3 = 440p^3
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+p*(38p3+385p2+120p+100) |
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Шаг:27. Раскрываем скобки p*(38p3+385p2+120p+100)=p*38p3+p*385p2+p*120p+p*100
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+p*38p3+p*385p2+p*120p+p*100 |
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Шаг:28. Выполним умножение: p*38p3 = 38p*p3
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+38p*p3+p*385p2+p*120p+p*100 |
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Шаг:29. Выполним умножение: p*385p2 = 385p*p2
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+38p*p3+385p*p2+p*120p+p*100 |
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Шаг:30. Выполним умножение: p*120p = 120p^2
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+38p*p3+385p*p2+120p^2+p*100 |
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Шаг:31. Выполним умножение: p*100 = 100p
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+50p^2+38p*p3+385p*p2+120p^2+100p |
|
Шаг:32. Выполним сложение: 50p^2+120p^2 = 170p^2
Стало: |
| 418p*p3+55p*p2+110p^2+1444p^2*p3+190p^2*p2+380p^3+380p3+50p2+100p |
|
144.4p^3*p3+1463p^3*p2+456p^4+440p^3+19p^2*p3+192.5p^2*p2+170p^2+38p*p3+385p*p2+100p |
|