Consider the Hoeffding Inequality equation $($referring to week $3\text{'}$s slide page $20)$ given by:

$P[|v-|>lon]2e^{-2lo{n}^{2}N},$ for any $lon>0$

For this problem, we assume that $=0\mathrm{.}95.$ Please use the Hoeffding Inequality to bound the probability

that a sample of $20$ marbles will have $v0\mathrm{.}1.$ You are required to use Python's math package to

calculate the results for the following questions. $($Copy your python program to the answer sheet.$)$