Notes - Analysis II HT23, Misc
Flashcards
What inequality is useful for proving things about $e^x$ when $x < 1$?
\[e^x < \frac{1}{1-x}\]
What characterises properties that satisfy the following implication
\[\begin{aligned}
f \text{ is } \mathbf{cheeseburger}& \text{ on } [\delta, \infty), \forall \delta >0\\\\
\Downarrow \\\\
f \text{ is } \mathbf{cheeseburger}& \text{ on } (0, \infty)
\end{aligned}\]
?
Local properties vs global properties.