The mayor of a large city is considering running for reelection.
She won the previous election against her competitor $52\%$ to $48\%$.
Last week, two independent, random samples were taken of likely voters, each of size $n = 50$. These polls found the proportion of likely voters to vote for the current mayor is $48\%$ and $50\%$, respectively.
Assume she is running against one other candidate and needs the majority of votes to win.
Individually, which of the following statements is true about these samples?