Why does Wolfram Alpha and many other calculators including TIs and Casios say that [math] 0^0 [/math] is undefined, when it's been unanimously accepted by the mathematical community to be 1 (except
![Wolfram alpha gives two different answers for $\int^{\infty}_{-\infty} x \frac{1}{\pi} e^{-(\ln(x) - 0.3)^2} | \frac{1}{x}|dx$ - Mathematics Stack Exchange Wolfram alpha gives two different answers for $\int^{\infty}_{-\infty} x \frac{1}{\pi} e^{-(\ln(x) - 0.3)^2} | \frac{1}{x}|dx$ - Mathematics Stack Exchange](https://i.stack.imgur.com/eNSmh.png)
Wolfram alpha gives two different answers for $\int^{\infty}_{-\infty} x \frac{1}{\pi} e^{-(\ln(x) - 0.3)^2} | \frac{1}{x}|dx$ - Mathematics Stack Exchange
![Wolfram|Alpha Notebook Edition Turns One: Now with Support for Chemistry, Demonstrations and More—Wolfram Blog Wolfram|Alpha Notebook Edition Turns One: Now with Support for Chemistry, Demonstrations and More—Wolfram Blog](https://content.wolfram.com/uploads/sites/39/2020/09/wolfram-alpha-notebook-edition-turns-one.png)