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                            1  | 
                          
                            from bs4 import BeautifulSoup  | 
                        
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$$n\cdot m\cdot \lg b$$
Simple inline $a = b + c$.
$$\frac{\partial u}{\partial t}
= h^2 \left(
                      \frac{\partial^2 u}{\partial
                      x^2} +
\frac{\partial^2 u}{\partial y^2}
                      +
\frac{\partial^2 u}{\partial
                      z^2}\right)$$
| $Size in feet^{2}$ (x) | $prize$ (y) | 
|---|---|
| 2104 | 460 | 
| 1416 | 232 | 
| 1534 | 315 | 
| 852 | 178 | 
                    
                    
                      graph LR;
                      a11(("a1[0](i)")) --> a12(("a1[1](i)"));
                      a11(("a1[0](i)")) --> a22(("a2[1](i)"));
                      a11(("a1[0](i)")) --> a32(("a3[1](i)"));
                      a21(("a2[0](i)")) --> a12(("a1[1](i)"));
                      a21(("a2[0](i)")) --> a22(("a2[1](i)"));
                      a21(("a2[0](i)")) --> a32(("a3[1](i)"));
                      a31(("a3[0](i)")) --> a12(("a1[1](i)"));
                      a31(("a3[0](i)")) --> a22(("a2[1](i)"));
                      a31(("a3[0](i)")) --> a32(("a3[1](i)"));
                      a12(("a1[1](i)")) --> y(("a1[2](i)"));
                      a22(("a2[1](i)")) --> y(("a1[2](i)"));
                      a32(("a3[1](i)")) --> y(("a1[2](i)"));
                      y(("a1[2](i)")) --> yh((yhat));
                    
                    
                      graph TB;
                      subgraph L0;
                      a11(("a1[0](i)")) --- a21(("a2[0](i)"));
                      a21(("a2[0](i)")) --- a31(("a3[0](i)"));
                      end;