```python
%matplotlib notebook
from sympy import *
import numpy as np
import matplotlib.pyplot as plt
init_printing()
```


```python
var("r h")
```


```python
import math
A = (2*math.pi*r*h)+(2*math.pi*(r**2))
A
```


```python
eql=Eq(math.pi*(r**2)*h,1000)
eql
```


```python
h_=solve(eql,h)
h_
```


```python
f=A.subs(h,h_[0])
f
```


```python
df=f.diff()
ddf=df.diff()
```


```python
pc=solve(df)
pc
```


```python
eql.subs(r,5.41926)
```


```python
solve(eql.subs(r,5.41926),h)
```


```python

```

dce28019904eb826257922aaeaa0fb073e5b7b58
ipynb
Jupyter Notebook
Modulo 1/Tarea (clase 4).ipynb
anapaugiusti99/Simulacin_Matematica
c1b20d739ebd0d453158076be5772f8d35f1d2e4
MIT
Modulo 1/Tarea (clase 4).ipynb
anapaugiusti99/Simulacin_Matematica
c1b20d739ebd0d453158076be5772f8d35f1d2e4
MIT
Modulo 1/Tarea (clase 4).ipynb
anapaugiusti99/Simulacin_Matematica
c1b20d739ebd0d453158076be5772f8d35f1d2e4
MIT
Qwen/Qwen-72B
1. YES
2. YES