# Pangya Hole In One Calculator V10 ((EXCLUSIVE))

## Pangya Hole In One Calculator V10 ((EXCLUSIVE))

Pangya Hole In One Calculator V10

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.Q:

How is \$e^2\$ related to \$e\$?

From Wikipedia:

The positive base e of the natural logarithm is sometimes defined to be the positive root of the equation \$e^{e}=e\$ or \$e^e=e\$.

How is \$e^2\$ related to \$e\$? (In particular, how is \$e^2\$ related to \$e^e\$?)

A:

\$\$e^{e^{e^e}} = e^{e^e} = e^{e} e^{e} = e^2\$\$

A:

The relationship between \$e\$ and \$e^{e^e}\$ is more easily seen using functional calculus.
If \$f\$ is a continuous function defined on \$\mathbb{R}_+\$, then
\$f