Divide 2×2 + 17x + 35 by x + 5.
| Input |
|---|
| (2 x^2 + 17 x + 35)/(x + 5) |
| Result |
| 2 x + 7 (for x!=-5) |
| Expanded form |
| (2 x^2)/(x + 5) + (17 x)/(x + 5) + 35/(x + 5) |
| Quotient and remainder |
| 2 x^2 + 17 x + 35 = (2 x + 7) × (x + 5) + 0 |
| Root |
| x = -7/2 |
| Derivative |
| d/dx((2 x^2 + 17 x + 35)/(x + 5)) = 2 |
| Indefinite integral |
| integral (35 + 17 x + 2 x^2)/(5 + x) dx = x (x + 7) + constant |