9x-7i 3(3x-7u)
| Input |
|---|
| 9 x – (7 i) (3 (3 x – 7 u)) |
| Result |
| 9 x – 21 i (3 x – 7 u) |
| Alternate form assuming u and x are real |
| 9 x + i (147 u – 63 x) |
| Root |
| x = (343/150 – (49 i)/150) u |
| Property as a function |
| odd |
| Root for the variable u |
| u = (3/7 + (3 i)/49) x |
| Derivative |
| (d)/(dx)(9 x – (7 i) (3 (3 x – 7 u))) = 9 – 63 i |
| Indefinite integral |
| integral (9 x – (7 i) (3 (3 x – 7 u))) dx = 147 i u x + (9/2 – (63 i)/2) x^2 + constant |
| Definite integral over a disk of radius R |
| integral integral_(u^2 + x^2 |