Home
| math | handbook
| dictionary | function | eq.
| graphics
| coding
| example
| help
| ?
| 中文
Input:
d(y(x)^2 - 5sin(x), x)
Write:
`d(y(x)^2 - 5sin(x), x)`
Compute:
$$\frac{d}{dx} ({y(x)}^{2} - 5\ sin(x))$$
Output:
$$\frac{d}{dx} ({y(x)}^{2} - 5\ sin(x))== (-5)\ cos(x)+2\ \frac{d}{dx} y(x)\ y(x)$$
Result: $$(-5)\ cos(x)+2\ \frac{d}{dx} y(x)\ y(x)$$
zoom graph by mouse wheel.
Home | list | about | wiki | forum | contact | donate | index | ? | 中文