```python
import sympy as sp
```


```python
s = sp.Symbol('s')
```


```python
V = sp.Symbol('V')
```


```python
top = (2*V*s)*(1/s+2*s/(4*s**2+1)) - 0
```


```python
bottom = (1/s+(6*s+3)/(3*s+1))*(1/s+2*s/(4*s**2+1)) - (1/s)**2
```


```python
sp.simplify(top/bottom)
```




    2*V*s*(18*s**3 + 6*s**2 + 3*s + 1)/(36*s**3 + 24*s**2 + 8*s + 3)




```python

```

e178a047d949025d989cb87cbd398e8eacfef633
ipynb
Jupyter Notebook
notebooks/paper_figures/misc/Untitled2.ipynb
fossabot/PyNumDiff
dccad2ad7a875f2ecccb0db2bb6e2afa392916d1
MIT
notebooks/paper_figures/misc/Untitled2.ipynb
fossabot/PyNumDiff
dccad2ad7a875f2ecccb0db2bb6e2afa392916d1
MIT
notebooks/paper_figures/misc/Untitled2.ipynb
fossabot/PyNumDiff
dccad2ad7a875f2ecccb0db2bb6e2afa392916d1
MIT
Qwen/Qwen-72B
1. YES
2. YES