Шаг:1 |
| 6*(1.5p^3+33.3p^2+15p+333) |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:2 |
= |
| 6*1.5p^3+6*33.3p^2+6*15p+6*333 |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:3 |
= |
| 9p^3+6*33.3p^2+6*15p+6*333 |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:4 |
= |
| 9p^3+199.8p^2+6*15p+6*333 |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:5 |
= |
| 9p^3+199.8p^2+90p+6*333 |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:6 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:7 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
30p^2*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:8 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
30p^2*0.05p^5+30p^2*1.11p^4+30p^2*0.5p^3+30p^2*14.1p^2+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:9 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+30p^2*1.11p^4+30p^2*0.5p^3+30p^2*14.1p^2+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:10 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+30p^2*0.5p^3+30p^2*14.1p^2+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:11 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+30p^2*14.1p^2+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:12 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:13 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+5p*0.05p^5+5p*1.11p^4+5p*0.5p^3+5p*14.1p^2+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:14 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+0.25p^6+5p*1.11p^4+5p*0.5p^3+5p*14.1p^2+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:15 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+0.25p^6+5.55p^5+5p*0.5p^3+5p*14.1p^2+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:16 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+0.25p^6+5.55p^5+2.5p^4+5p*14.1p^2+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:17 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+0.25p^6+5.55p^5+2.5p^4+70.5p^3+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:18 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+15p^5+423p^4+5.55p^5+2.5p^4+70.5p^3+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:19 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+423p^4+2.5p^4+70.5p^3+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:20 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
| = |
| Шаг:21 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+1*0.05p^5+1*1.11p^4+1*0.5p^3+1*14.1p^2 |
| = |
| Шаг:22 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+0.05p^5+1*1.11p^4+1*0.5p^3+1*14.1p^2 |
| = |
| Шаг:23 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+0.05p^5+1.11p^4+1*0.5p^3+1*14.1p^2 |
| = |
| Шаг:24 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+0.05p^5+1.11p^4+0.5p^3+1*14.1p^2 |
| = |
| Шаг:25 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+0.05p^5+1.11p^4+0.5p^3+14.1p^2 |
| = |
| Шаг:26 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.6p^5+425.5p^4+70.5p^3+1.11p^4+0.5p^3+14.1p^2 |
| = |
| Шаг:27 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.6p^5+426.61p^4+70.5p^3+0.5p^3+14.1p^2 |
| = |
| Шаг:28 |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.6p^5+426.61p^4+71p^3+14.1p^2 |
| = |
| Ответ |
= |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.6p^5+426.61p^4+71p^3+14.1p^2 |
|
Шаг:1. Выполним перемножение дробей
Стало: |
| 6*(1.5p^3+33.3p^2+15p+333) |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:2. Раскрываем скобки 6*(1.5p^3+33.3p^2+15p+333)=6*1.5p^3+6*33.3p^2+6*15p+6*333
Стало: |
| 6*1.5p^3+6*33.3p^2+6*15p+6*333 |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:3. Выполним умножение: 6*1.5p^3 = 9p^3
Стало: |
| 9p^3+6*33.3p^2+6*15p+6*333 |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:4. Выполним умножение: 6*33.3p^2 = 199.8p^2
Стало: |
| 9p^3+199.8p^2+6*15p+6*333 |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:5. Выполним умножение: 6*15p = 90p
Стало: |
| 9p^3+199.8p^2+90p+6*333 |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:6. Выполним умножение: 6*333 = 1998
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
(30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:7. Раскрываем скобки (30p^2+5p+1)*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)=30p^2*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
30p^2*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:8. Раскрываем скобки 30p^2*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)=30p^2*0.05p^5+30p^2*1.11p^4+30p^2*0.5p^3+30p^2*14.1p^2
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
30p^2*0.05p^5+30p^2*1.11p^4+30p^2*0.5p^3+30p^2*14.1p^2+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:9. Выполним умножение: 30p^2*0.05p^5 = 1.5p^7
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+30p^2*1.11p^4+30p^2*0.5p^3+30p^2*14.1p^2+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:10. Выполним умножение: 30p^2*1.11p^4 = 33.3p^6
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+30p^2*0.5p^3+30p^2*14.1p^2+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:11. Выполним умножение: 30p^2*0.5p^3 = 15p^5
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+30p^2*14.1p^2+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:12. Выполним умножение: 30p^2*14.1p^2 = 423p^4
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:13. Раскрываем скобки 5p*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)=5p*0.05p^5+5p*1.11p^4+5p*0.5p^3+5p*14.1p^2
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+5p*0.05p^5+5p*1.11p^4+5p*0.5p^3+5p*14.1p^2+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:14. Выполним умножение: 5p*0.05p^5 = 0.25p^6
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+0.25p^6+5p*1.11p^4+5p*0.5p^3+5p*14.1p^2+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:15. Выполним умножение: 5p*1.11p^4 = 5.55p^5
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+0.25p^6+5.55p^5+5p*0.5p^3+5p*14.1p^2+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:16. Выполним умножение: 5p*0.5p^3 = 2.5p^4
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+0.25p^6+5.55p^5+2.5p^4+5p*14.1p^2+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:17. Выполним умножение: 5p*14.1p^2 = 70.5p^3
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.3p^6+15p^5+423p^4+0.25p^6+5.55p^5+2.5p^4+70.5p^3+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:18. Выполним сложение: 33.3p^6+0.25p^6 = 33.55p^6
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+15p^5+423p^4+5.55p^5+2.5p^4+70.5p^3+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:19. Выполним сложение: 15p^5+5.55p^5 = 20.55p^5
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+423p^4+2.5p^4+70.5p^3+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:20. Выполним сложение: 423p^4+2.5p^4 = 425.5p^4
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2) |
|
Шаг:21. Раскрываем скобки 1*(0.05p^5+1.11p^4+0.5p^3+14.1p^2)=1*0.05p^5+1*1.11p^4+1*0.5p^3+1*14.1p^2
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+1*0.05p^5+1*1.11p^4+1*0.5p^3+1*14.1p^2 |
|
Шаг:22. Выполним умножение: 1*0.05p^5 = 0.05p^5
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+0.05p^5+1*1.11p^4+1*0.5p^3+1*14.1p^2 |
|
Шаг:23. Выполним умножение: 1*1.11p^4 = 1.11p^4
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+0.05p^5+1.11p^4+1*0.5p^3+1*14.1p^2 |
|
Шаг:24. Выполним умножение: 1*0.5p^3 = 0.5p^3
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+0.05p^5+1.11p^4+0.5p^3+1*14.1p^2 |
|
Шаг:25. Выполним умножение: 1*14.1p^2 = 14.1p^2
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.55p^5+425.5p^4+70.5p^3+0.05p^5+1.11p^4+0.5p^3+14.1p^2 |
|
Шаг:26. Выполним сложение: 20.55p^5+0.05p^5 = 20.6p^5
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.6p^5+425.5p^4+70.5p^3+1.11p^4+0.5p^3+14.1p^2 |
|
Шаг:27. Выполним сложение: 425.5p^4+1.11p^4 = 426.61p^4
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.6p^5+426.61p^4+70.5p^3+0.5p^3+14.1p^2 |
|
Шаг:28. Выполним сложение: 70.5p^3+0.5p^3 = 71p^3
Стало: |
| 9p^3+199.8p^2+90p+1998 |
|
1.5p^7+33.55p^6+20.6p^5+426.61p^4+71p^3+14.1p^2 |
|