Suppose $$

$=2\backslash$times $($ exp $())$

$$ starting point is $1=0$ and $1=0$

$$ should start at $0,$ increase by $0\mathrm{.}01,$ and end at $3$

$$ should follow the Euler's Method: $+1=+(2$

$\backslash$times $($ exp $()))\backslash$times $(+1)$

Create one figure with the following additional instructions

$$ x versus y

$$ use markers only

$$ set the y limits to $[-3000,-10^(-6)]$

$$ set the y scale to log

$$ title: $\text{'}$An Impossible Equation'

$$ x label: $\text{'}$x$\text{'}$

$$ y label: $\text{'}$y$\text{'}$