Шаг:1 | | Шаг:2 | | Шаг:3 |
| + |
| + |
| = |
| + |
| + |
| = |
| + |
| + |
| = |
| Шаг:4 | | Шаг:5 | | Шаг:6 |
= |
| 2*0.1p+1*(0.2p^3+p) |
|
(0.2p^3+p)*0.1p |
| + |
| = |
| 0.2p+1*(0.2p^3+p) |
|
(0.2p^3+p)*0.1p |
| + |
| = |
| 0.2p+1*0.2p^3+1*p |
|
(0.2p^3+p)*0.1p |
| + |
| = |
| Шаг:7 | | Шаг:8 | | Шаг:9 | | Шаг:10 |
= |
| 0.2p+0.2p^3+1*p |
|
(0.2p^3+p)*0.1p |
| + |
| = |
| 0.2p+0.2p^3+p |
|
(0.2p^3+p)*0.1p |
| + |
| = |
| 1.2p+0.2p^3 |
|
(0.2p^3+p)*0.1p |
| + |
| = |
| 1.2p+0.2p^3 |
|
0.1(0.2p^3+p)*p |
| + |
| = |
| Шаг:11 | | Шаг:12 | | Шаг:13 |
= |
| 1.2p+0.2p^3 |
|
(0.1*0.2p^3+0.1*p)*p |
| + |
| = |
| 1.2p+0.2p^3 |
|
(0.02p^3+0.1*p)*p |
| + |
| = |
| 1.2p+0.2p^3 |
|
(0.02p^3+0.1p)*p |
| + |
| = |
| Шаг:14 | | Шаг:15 | | Шаг:16 | | Шаг:17 |
= |
| 1.2p+0.2p^3 |
|
0.02p^3*p+0.1p*p |
| + |
| = |
| 1.2p+0.2p^3 |
|
0.02p^4+0.1p*p |
| + |
| = |
| 1.2p+0.2p^3 |
|
0.02p^4+0.1p^2 |
| + |
| = |
| (1.2p+0.2p^3)*1+3*(0.02p^4+0.1p^2) |
|
(0.02p^4+0.1p^2)*1 |
| = |
| Шаг:18 | | Шаг:19 |
= |
| 1.2p+0.2p^3+3*(0.02p^4+0.1p^2) |
|
(0.02p^4+0.1p^2)*1 |
| = |
| 1.2p+0.2p^3+3*0.02p^4+3*0.1p^2 |
|
(0.02p^4+0.1p^2)*1 |
| = |
| Шаг:20 | | Шаг:21 |
= |
| 1.2p+0.2p^3+0.06p^4+3*0.1p^2 |
|
(0.02p^4+0.1p^2)*1 |
| = |
| 1.2p+0.2p^3+0.06p^4+0.3p^2 |
|
(0.02p^4+0.1p^2)*1 |
| = |
| Шаг:22 | | Ответ |
= |
| 1.2p+0.2p^3+0.06p^4+0.3p^2 |
|
0.02p^4+0.1p^2 |
| = |
| 1.2p+0.2p^3+0.06p^4+0.3p^2 |
|
0.02p^4+0.1p^2 |
|
Шаг:1. Раскрываем скобки (0.2p^2+1)*p=0.2p^2*p+1*p
Шаг:2. Выполним умножение: 0.2p^2*p = 0.2p^3
Шаг:3. Выполним умножение: 1*p = p
Шаг:4. Запишем дроби под общий знаменатель (0.2p^3+p)*0.1p
Стало: |
| 2*0.1p+1*(0.2p^3+p) |
|
(0.2p^3+p)*0.1p |
| + |
|
Шаг:5. Выполним умножение: 2*0.1p = 0.2p
Стало: |
| 0.2p+1*(0.2p^3+p) |
|
(0.2p^3+p)*0.1p |
| + |
|
Шаг:6. Раскрываем скобки 1*(0.2p^3+p)=1*0.2p^3+1*p
Стало: |
| 0.2p+1*0.2p^3+1*p |
|
(0.2p^3+p)*0.1p |
| + |
|
Шаг:7. Выполним умножение: 1*0.2p^3 = 0.2p^3
Стало: |
| 0.2p+0.2p^3+1*p |
|
(0.2p^3+p)*0.1p |
| + |
|
Шаг:8. Выполним умножение: 1*p = p
Стало: |
| 0.2p+0.2p^3+p |
|
(0.2p^3+p)*0.1p |
| + |
|
Шаг:9. Выполним сложение: 0.2p+p = 1.2p
Стало: |
| 1.2p+0.2p^3 |
|
(0.2p^3+p)*0.1p |
| + |
|
Шаг:10. Выполним умножение: 0.2p^3+p*0.1p = 0.10.2p^3+p*p
Стало: |
| 1.2p+0.2p^3 |
|
0.1(0.2p^3+p)*p |
| + |
|
Шаг:11. Раскрываем скобки 0.1*(0.2p^3+p)=0.1*0.2p^3+0.1*p
Стало: |
| 1.2p+0.2p^3 |
|
(0.1*0.2p^3+0.1*p)*p |
| + |
|
Шаг:12. Выполним умножение: 0.1*0.2p^3 = 0.02p^3
Стало: |
| 1.2p+0.2p^3 |
|
(0.02p^3+0.1*p)*p |
| + |
|
Шаг:13. Выполним умножение: 0.1*p = 0.1p
Стало: |
| 1.2p+0.2p^3 |
|
(0.02p^3+0.1p)*p |
| + |
|
Шаг:14. Раскрываем скобки (0.02p^3+0.1p)*p=0.02p^3*p+0.1p*p
Стало: |
| 1.2p+0.2p^3 |
|
0.02p^3*p+0.1p*p |
| + |
|
Шаг:15. Выполним умножение: 0.02p^3*p = 0.02p^4
Стало: |
| 1.2p+0.2p^3 |
|
0.02p^4+0.1p*p |
| + |
|
Шаг:16. Выполним умножение: 0.1p*p = 0.1p^2
Стало: |
| 1.2p+0.2p^3 |
|
0.02p^4+0.1p^2 |
| + |
|
Шаг:17. Запишем дроби под общий знаменатель (0.02p^4+0.1p^2)*1
Стало: |
| (1.2p+0.2p^3)*1+3*(0.02p^4+0.1p^2) |
|
(0.02p^4+0.1p^2)*1 |
|
Шаг:18. Выполним умножение: 1.2p+0.2p^3*1 = 1.2p+0.2p^3
Стало: |
| 1.2p+0.2p^3+3*(0.02p^4+0.1p^2) |
|
(0.02p^4+0.1p^2)*1 |
|
Шаг:19. Раскрываем скобки 3*(0.02p^4+0.1p^2)=3*0.02p^4+3*0.1p^2
Стало: |
| 1.2p+0.2p^3+3*0.02p^4+3*0.1p^2 |
|
(0.02p^4+0.1p^2)*1 |
|
Шаг:20. Выполним умножение: 3*0.02p^4 = 0.06p^4
Стало: |
| 1.2p+0.2p^3+0.06p^4+3*0.1p^2 |
|
(0.02p^4+0.1p^2)*1 |
|
Шаг:21. Выполним умножение: 3*0.1p^2 = 0.3p^2
Стало: |
| 1.2p+0.2p^3+0.06p^4+0.3p^2 |
|
(0.02p^4+0.1p^2)*1 |
|
Шаг:22. Выполним умножение: 0.02p^4+0.1p^2*1 = 0.02p^4+0.1p^2
Стало: |
| 1.2p+0.2p^3+0.06p^4+0.3p^2 |
|
0.02p^4+0.1p^2 |
|