```python
import sympy as sp
a, x, beta, t = sp.symbols('a, x, beta, t')
sp.init_printing(use_latex = True)
```


```python
u_e = (a*x)/(1 - (beta*t))
u_e
```


```python
u_ex = sp.diff(u_e, x)
u_ex
```


```python
print(u_e * u_ex)
ux = u_e * u_ex
```

    a**2*x/(-beta*t + 1)**2



```python
u_et = sp.diff(u_e, t)
print(u_et)
```

    a*beta*x/(-beta*t + 1)**2



```python
uu = u_et + ux
sp.simplify(uu)
```


```python
cc = [1, 2, 3, 4, 5, 6, 7, 8, 9, 10]
```


```python
cc[1:-1]
```

862419bbfbf3fe6cd8b522440398ac147ab292bb
ipynb
Jupyter Notebook
FHD/FHD.ipynb
ali-kin4/JupyterNotes-1
aeb944b43da4f731b46f25758f804110dd421fec
MIT
FHD/FHD.ipynb
ali-kin4/JupyterNotes-1
aeb944b43da4f731b46f25758f804110dd421fec
MIT
2021-05-17T07:45:07.000Z
2021-05-17T09:25:10.000Z
FHD/FHD.ipynb
ali-kin4/JupyterNotes-part1
aeb944b43da4f731b46f25758f804110dd421fec
MIT
Qwen/Qwen-72B
1. YES
2. YES